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Infinite sequences of digits (or characters) drawn from a finite alphabet are of particular interest in theoretical computer science. They are often referred to simply as sequences or streams, as opposed to finite strings. Infinite binary sequences, for instance, are infinite sequences of bits (characters drawn from the alphabet {0, 1}). The set C = {0, 1}∞ of all infinite binary sequences is sometimes called the Cantor space.
John, Sorry for the delay, but I was away last week with limited Internet access. I assumed if you had a Save button, you would know how to put code behind it. To see the code behind a button, Select the button in Form Design Mode and open the Properties Dialog (Right click and select properties), on the Events tab there should be something in the On Click event of the button. If you click the Ellipses […] next to the event, it will open Code Builder where you can enter the code.
It's easy to enter a SEQ field manually. Begin by pressing [Ctrl]+[F9]. When Word displays the blank field, enter seq list1, as shown in Figure A. List1 is a required argument; you can use any descriptive name you like as long as it begins with an alpha character. The parentheses distinguish the numbers within the text. They're not part of the field code. Highlight the field code and press [F9] to display the field's value. As you can see in Figure B, the first field returns (1).
Can anyone tell me what the maximum no. of worksheets is in Excel? Ton From Help...Limited by available memory (default is 3) -- HTH Nick Hodge Microsoft MVP - Excel Southampton, England nick_hodgeTAKETHISOUT@zen.co.uk.ANDTHIS "Ton" wrote in message news:EB5EE739-9250-4D83-AA7C-EE82C02C0AA3@microsoft.com... > Can anyone tell me what the maximum no. of worksheets is in Excel? The maximum number only depends on the amount of memory available. -- Best Regards Leo Heuser Followup to newsgroup only please. "Ton"
If you prefer, you can use a macro to print out your numbered copies. For instance, the following macro asks you how many copies you want to print, along with the starting copy number to use. (This comes in real handy if you print 25 copies, and then someone asks you to print a second batch of 10, numbered 26 through 35.) The macro also stores the last copy number between sessions, so that it is used as the default when you next run the macro.
For example, in our law practice, we submit briefs with hundreds of attachments. Those attachments are constantly being reorganized (thus renumbered) and we had to develop a scheme to keep each attachment (and reference to each attachment) organized and accurate. We created a master list of attachments, and captured the dynamic field code in a bookmark. We can then cross-reference to that bookmark (which will return a number) through our documents. Example Public Attachment 68 (where 68 represents a field sequence code, is captured in a bookmark we will call SR_112). The bookmark name is a code name supplied by the drafting lawyer. That way, when the lawyer refers throughout the document to Public Attachment ___, we insert a cross reference to bookmark SR_112, and it always returns an accurate number, even if we reorganize the order of our attachments.
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My issue is trying to create small dot labels or equivalent to make up sequential alpha numeric labels to identify each individual item that I have in my shop, retrospectively. I have possibly 6-8thousand individual items that need coding for stock take purposes yet I can find no outlet that supply such thing. Do you have any suggestions. My line is antiques/collectables, predominantly china with items ranging in size from 2-3cm to 5/600cm. I would be most grateful for any solutions or suggestions. Best regards. Pete.

A single InDesign document can contain up to 9,999 pages, but page numbers can be as large as 999,999. (For example, you can correctly number a 100‑page document that starts on page 9,949.) By default, the first page is a recto (right) page numbered 1. Odd-numbered pages always appear on the right; if you use the Section Options command to change the first page number to an even number, the first page becomes a verso (left) page.
Instead of working harder than you need to, insert a one-column table with as many rows as necessary to accommodate your list. Then, using Word's numbering feature, number that column. Finally, convert the table to text. The resulting list is a fixed numbered list, so you'll have to live with its limitations; when you can do so, this method definitely beats most alternative solutions.

### This may be a toughie, I use Word to print out order forms for my shop, right now I use a stamp to give each one a unique number just for reference (you know the ones with the dials that updates whenever use). Anyways was wanting to somehow make a macro or something in Word that will automatically increment a order number on the form as I print them.

The next step is to create the simple Excel workbook that contains the ticket numbers. Open a blank Excel sheet. Using Figure B as a guide, create the ticket numbering sheet and save it, making sure to note the new workbook's name and location. As we discussed earlier, the Excel workbook stores the ticket numbers. In this example, we'll create 11 tickets numbered 100 through 110. You'll need to update the ticket values for each merge.
I am having trouble with this procedure. My situation is almost identical to example #2. I want to populate RecordNumber on my form with a date number like “130001, 130002, etc.” where “13” is the year based on a date automatically generated in the OpenDate field in tblLogRecords. OpenDate is a date/time type field that has a default value of the date the record is created and is not editable. I have added a field called Sequence to tblLogRecords and it is a Number, Long Integer type. I also created a bound control for Sequence on my form. I have a completely separate autonumber field as the PK.
No matter how light the file might be, if you need 1000 units, that means you send a 1000-page file to the printer if you use Data Merge, that is not as efficient as sending one page and 1000 numbers to insert in the print stream, but to do that you need a plugin, which is what that page Bob directed you is leading up to. I've never used the program Harbs has mentioned, but he's a pretty smart guy and if he says it works well, I'd take a look.

A subsequence of a given sequence is a sequence formed from the given sequence by deleting some of the elements without disturbing the relative positions of the remaining elements. For instance, the sequence of positive even integers (2, 4, 6, ...) is a subsequence of the positive integers (1, 2, 3, ...). The positions of some elements change when other elements are deleted. However, the relative positions are preserved.
Ok, generating a random 3 digit number is a whole different thing, so I’m not going to go into that. If you want your numbers to start at 100 (to insure three digits) then change the 0 to 99. The Nz function will return the value listed if the field is Null. So the first time you execute that code, the DMax should return a Null since no numbers have been generated for the PONum field. The Nz will then substitute 99 and then increment that by 1. You can accomplish something similar by just entering 100 as the PONum for one record. .
Any code can read the serial number of a mother board? any example? Thanks! Crystal On Fri, 10 Jun 2005 00:07:16 +0800, "Crystal Lin" wrote: >Any code can read the serial number of a mother board? any example? Thanks! > Do all computers have "mother boards" and do all mother boards have serial numbers? > Any code can read the serial number of a mother board? any example? Thanks! You can read the Serial Number of the hard drive using DiskId32 at http://www.winsim.com/diskid32/diskid32.html . Lynn Let me guess: another mis...
The best way to do this is to use a primary key. In cases where a query is complex and joins several tables, we may need to use the primary key of the table that’s on the bottom of the relationship hierarchy or possible a concatenation of multiple tables’ unique key so that the expression will be unique and thus we can identify which sequential number we have assigned.
If you are still reading this then perhaps you are looking for a simple and reliable way to number a couple of lists in a Word document. If you read John's article then you have already been informed that field numbering is simple and robust. If you are like 9 out of 10 Word users in my office then anything more than 1. space space Blah, blah "enter" 2. space space Blah, blah ... defies simple! If that applies to you, then the "SeqField Numbering" Add-In presented later in this page is for you.
Occasionally we come across project requirements that include the ability to do sequential numbering in Access on a set of data. We cannot just use the auto-number data type because there is no promise of sequentiality but only uniqueness. In other words, if someone creates a record then later deletes it, there will be a gap in the sequence. So, what are our options? There are actually several ways, each with its pros and cons.
If you are still reading this then perhaps you are looking for a simple and reliable way to number a couple of lists in a Word document. If you read John's article then you have already been informed that field numbering is simple and robust. If you are like 9 out of 10 Word users in my office then anything more than 1. space space Blah, blah "enter" 2. space space Blah, blah ... defies simple! If that applies to you, then the "SeqField Numbering" Add-In presented later in this page is for you.
The expression: Nz(DMax(“[PONum]”,”tblPO”),0)+1 will check if a PONum already exists. If it doesn’t it returns a 1, if it does it returns the number incremented by 1. If the number exists, but is 0 it will return a 1. In my blog I advise that number should NOT be generated until the user is ready to save the record. And to immediately commit the record after generating the number. Therefore, there should be no issue about giving them a new number if they go back to it.
In this scenario we are assuming that there will be no more than 999 documents attached to a case. In Scenario 2 we assumed no more than 9999 inquires during a year. So you need to adjust the number of zeros when formatting Sequence for the anticipated number of records. Of course this can always be changed later. You also don’t need to format the sequence with leading zeros as the Format function does. As shown the expression returns something like: DCASD/CI123-025 for the 25th document in case CI123 for client DCASD. Without leading zeros it would be: DCASD/CI123-25. The advantage to the latter is that you don’t have to anticipate the number of records you might have in the sequence, but I’ve found many users prefer a more uniform number with the leading zeros.

###### Word's numbering feature is easy to use, but it doesn't work in all situations. For instance, it can't handle an inline number sequence. By inline, I mean a sequence of numbers positioned within regular text. Fortunately, the SEQ field code handles these situations. I'll start by showing you how to insert the SEQ field code manually, for those one-time occurrences. If you use this feature often, you'll want to add AutoCorrect items for quick insertion into your text. So we'll look at that, too.

Perhaps your explanation already addresses this, but I can’t see it. Is there any way this script can be used for printing multiple-up in numeric sequence? For example, if I’m running 1000 postcards 4-up (on 250 sheets). I need the 4 cards on page 1 to be numbered 1, 251, 501, 751; then the 4 cards on page 2 numbered 2, 252, 502, 752; etc., so that when the sheets come out of the printer and are cut into 4, I have a stack of 1-250, a stack of 251-500, a stack of 501-750 and a stack of 751-1000.
Yes, I’m a little confused by your brief too. The script that I describe here will create an array of numbers using any step value that it offers, including by 1 number each time. Whether you put the resulting list directly into InDesign as text, or indirectly using the Data Merge feature is up to you. Perhaps learn more about the Data Merge feature of InDesign itself – David Blatner has a great series on Lynda.com that will explain Data Merge much more than I can on this thread.
Or, assuming you have a standard page number field in the header or footer, you could create a macro that goes to the end of the document, prints the current page, then goes to the top of the document, inserts a hard page break and repeats another 99 times. Would leave things a bit messy though. Don't save changes!
All I want to know is, how do you link fields, like {SEQ}, to a style – so that if I select/apply style “Figure Caption” (my style, I also have “Table Caption”), I get not just the attributes of the style (what it looks like, where it is on the page etc.) but I get a chapter (or section) number + a sequence number added, (e.g. “2-3”). I know about STYLEREF and SEQ Figure # and/or calling a section number (if required) – but I can’t find out how to take the simple and to me obvious step to have sequential numbering (prefixed with either “Figure” or “Table”) attached to my Figure Caption style. It all seems to be a two-step process: (i) select the style, (ii) select the numbering. I want to do both at style level. I want to see/get (e.g.) “Figure 2-3: Linking figure numbering to styles” just by applying my “Figure Caption” style to my figure caption text “Linking figure numbering to styles”. Please, only tell me how to do that, how to link chapter/sequence numbering via a style – i.e. in just one step – applying the style.
Bullets and Numbering options in InDesign aren’t just for boring lists. You can auto-number items like captions, even incorporating prefixes like figure labels. Depending on how your document is set up, there are two ways to achieve this. Both involve setting up a paragraph style that incorporates numbering from the Bullets and Numbering feature. Generally I create a temporary text frame—often on my pasteboard—and set some items to create my style, pasting the text into my actual caption frames after the fact.
Layout your ticket in InDesign, one on each page, using the Page Number function to number the tickets. If you have something like Imposer Pro (I know it doesn't work from InDesign CS3) you can, for instance, impose the pages 4up consecutive and get 4 tickets on an A4. Alternatively, make a PDF of the whole document and impose (manually, if you have to), the advantage here is that this can work as a template for other tickets, simply make a new PDF of the same size and update the PDF in the template document every time you have a new raffle ticket to do.
I need to add 4 "technical contact" fields (which would lookup the Contact entity) to the CONTRACT form. Is this possible? I've found it difficult to figure out what to do first. Thanks in advance, Brandon Not possible. You cant have multiple lookups for the same entity. You also cannot create new relationships between two system entitites. This will work in 4.0 Not possible, Pezman. N:M relationships are not possible in 3.0 yet. There is a alternative solution: a new entity to act as an N:M relationship. In your case, Contract/Contact. This entity has two 1:N relations...
I would like to create a custom application that has the ability to maintain the items that are on certain Task Pads within POS 2009. These items would all be regular menu items (ex: hamburger, hot dog, french fries, etc) and not functions. For example, if a task pad was supposed to allow the cashier quick access to daily specials, then this custom application would need to be able to clear the task pad each day and add the items for that day. Is this going to be possible? Please provide some guidance. Thank you, Sean This is a multi-part message in MIME format. ------=_NextPart_00...

Although sequences are a type of function, they are usually distinguished notationally from functions in that the input is written as a subscript rather than in parentheses, i.e. an rather than f(n). There are terminological differences as well: the value of a sequence at the input 1 is called the "first element" of the sequence, the value at 2 is called the "second element", etc. Also, while a function abstracted from its input is usually denoted by a single letter, e.g. f, a sequence abstracted from its input is usually written by a notation such as {\displaystyle (a_{n})_{n\in A}} , or just as {\displaystyle (a_{n})} . Here A is the domain, or index set, of the sequence. sequential numbering in word


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### Armadongleon: Connecting the Touch Bar/Thunderbolt 3/USB-C MacBook Pro to my TV and monitor

I’m still in the middle of the Armagedongleon and today’s task was to figure out connectivity from Thunderbolt 3/USB-C MacBook Pro to my TV and monitor.

### Connecting the Thunderbolt 3/USB-C MacBook Pro to the TV

This one was as simple as I imagined. But not cheap.

In the past, there were 2 ways I would connect to the TV from my macOS devices:

1. a HDMI-HDMI cable
2. a Mini DisplayPort-HDMI cable.

Based on these, the 2 dongles I thought could help:

1. the “USB-C Digital AV Multiport Adapter”: $49 2. the “Thunderbolt 3 (USB-C) to Thunderbolt 2”:$29

The “USB-C Digital AV Multiport Adapter” option is the one that worked. The first time I plugged in the dongle, I was prompted to perform a driver update. Then everything worked as expected.

Please note that the Thunderbolt 3 to Thunderbolt 2 does not work. There is a note somewhere in the Apple pages about this dongle not working/supporting the Mini DisplayPort capabilities.

Side note: besides HDMI, the AV Multiport adapter also has a charging USB-C port and USB-A port. As I don’t need the USB-A port, and having the charging USB-C is nice, but definitely not critical, I’ll be looking to find a cheaper adapter that only support HDMI.

### Connecting the Thunderbolt 3/USB-C MacBook Pro to my Monoprice IPS monitor

The Monoprice IPS monitor I’ve been using for the last couple of years requires a Dual-link DVI adapter1.

I confess that I didn’t have very high hopes. Even if my research hasn’t revealed any potential solutions, I wasn’t completely pessimistic when I walked into the Apple store. But things changed very fast after starting to describe how I use to connect to this monitor. I could tell by the grimace of the sale person that I’m touching a pain point2. We consulted with other technical people in the Apple store and in the end, we decided that the only adapter that seemed like having a slight chance to work is the “Thunderbolt 3 (USB-C) to Thunderbolt 2”.

Judging by what we read online — none of the people we’ve talked to could tell with a good level of confidence what can be expected to work or not from this dongle — I didn’t expect much. And I was right, as this adapter didn’t work3.

At this time, there is no way to use my Monoprice IPS monitor with the Touch Bar MacBook Pro.

To make things more complicated and unpleasant for me:

1. the 4k LG monitor is not on display in the Apple store. Apple wants you to buy it blindly. I’m wondering why?
2. the 5k LG monitor is “coming this fall” (today is Dec. 11th, but astronomically(?) fall’s ending on the Winter solstice day, Dec. 21st)
3. I’m almost sure that neither of these will work with my 2013 retina MBP I got from work.

I haven’t made up my mind yet what to do regarding the monitor. If you are in a similar situation, I’d love to hear your thoughts and/or decision.

1. Apple’s dongles have never been cheap. I had paid $99 for this Mini DisplayPort to Dual-Link DVI adapter. Compare it with the about$400 I paid for the monitor. But at that time, it was still a good deal considering the Dells were around \$700-800.

2. we ended up chatting about the state of dongles and he confessed that 1) he postponed upgrading his own notebook; 2) he avoids recommending the Touch Bar MacBook Pros to non-geeks, and 3) it’s a nightmare.

3. right now, I have no idea what the “Thunderbolt 3 (USB-C) to Thunderbolt 2” adapter is good for. It definitely doesn’t support the DisplayPort features. But I’ve also tried chaining it with the Ethernet-to-Thunderbolt and it did nothing.

## Don't be the product, buy the product!

YES, I want to SOUP ●UP for ...

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Radon is a radioactive, colorless, odorless, tasteless noble gas. All of the alkali metals have a single valence electron in the outer electron shell, which is easily removed to create an ion with a positive charge – a cation, which combines with anions to form salts. Tellurium is chemically related to selenium and sulfur. Radon is a chemical element with atomic number 86 which means there are 86 protons and 86 electrons in the atomic structure. Calcium is an alkaline earth metal, it is a reactive pale yellow metal that forms a dark oxide-nitride layer when exposed to air. The chemical symbol for Neodymium is Nd. Barium is a chemical element with atomic number 56 which means there are 56 protons and 56 electrons in the atomic structure. The chemical symbol for Polonium is Po. Chlorine is a chemical element with atomic number 17 which means there are 17 protons and 17 electrons in the atomic structure. Thulium is the thirteenth and third-last element in the lanthanide series. Mendelevium is a metallic radioactive transuranic element in the actinide series, it is the first element that currently cannot be produced in macroscopic quantities. A very important usage if lithium is in batteries, especially rechargeable ones for our modern communication devices. Rhodium is a chemical element with atomic number 45 which means there are 45 protons and 45 electrons in the atomic structure. Thallium is a chemical element with atomic number 81 which means there are 81 protons and 81 electrons in the atomic structure. Alkali metal, any of the six elements of Group 1 (Ia) of the periodic table—lithium, sodium, potassium, rubidium, cesium, and francium. Lithium is the lightest metal and the lightest solid at standard conditions. Natural boron consists primarily of two stable isotopes, 11B (80.1%) and 10B (19.9%). Lead is a heavy metal that is denser than most common materials. Titanium is resistant to corrosion in sea water, aqua regia, and chlorine. The number of electrons in each element’s electron shells, particularly the outermost valence shell, is the primary factor in determining its chemical bonding behavior. Pure germanium is a semiconductor with an appearance similar to elemental silicon. b) Draw a structure of lithium … We assume no responsibility for consequences which may arise from the use of information from this website. Classified as a n alkali metal, Lithium is a solid at room temperature. Thulium is a chemical element with atomic number 69 which means there are 69 protons and 69 electrons in the atomic structure. Lithium Element: Lithium is the lightest solid metal in the first group of periodic table. Because of its high chemical reactivity, barium is never found in nature as a free element. The chemical symbol for Mendelevium is Md. Yttrium is a chemical element with atomic number 39 which means there are 39 protons and 39 electrons in the atomic structure. The name xenon for this gas comes from the Greek word ξένον [xenon], neuter singular form of ξένος [xenos], meaning ‘foreign(er)’, ‘strange(r)’, or ‘guest’. The chemical symbol for Thorium is Th. Tellurium is far more common in the universe as a whole than on Earth. What is the Atomic Number of Lithium? Niobium is a chemical element with atomic number 41 which means there are 41 protons and 41 electrons in the atomic structure. The chemical symbol for Magnesium is Mg. Magnesium is a shiny gray solid which bears a close physical resemblance to the other five elements in the second column (group 2, or alkaline earth metals) of the periodic table: all group 2 elements have the same electron configuration in the outer electron shell and a similar crystal structure. Chemical symbol for Lithium is Li. Lead is widely used as a gamma shield. Today rechargeable lithium batteries are commonly used for cell phones, cameras, and lots of other devices. There is another general usage of lithium in ceramics and glass industry. Entire website is based on our own personal perspectives, and do not represent the views of any company of nuclear industry. at 0℃ and one atmosphere pressure. Lithium oxide, an inorganic chemical compound with lithium and oxide ions, is used as a flux in ceramic glazes. Lithium, chemical element of Group 1 (Ia) in the periodic table, the alkali metal group, lightest of the solid elements. (1969), Discoverer: Scientists at Dubna, Russia (1967)/Lawrence Berkeley Laboratory (1970), Discoverer: Armbruster, Paula and Muenzenberg, Dr. Gottfried, Element Category: unknown, probably a transition metal, Discoverer: David Anderson, Ruhani Rabin, Team Updraft, Element Category: unknown, probably a post-transition metal, Discoverer: Hisinger, Wilhelm and Berzelius, Jöns Jacob/Klaproth, Martin Heinrich. Terbium is a silvery-white, rare earth metal that is malleable, ductile, and soft enough to be cut with a knife. Being a typical member of the lanthanide series, europium usually assumes the oxidation state +3. The chemical symbol for Helium is He. Atomic structure of Lithium includes atomic number, atomic weight, electron configuration Plutonium is a chemical element with atomic number 94 which means there are 94 protons and 94 electrons in the atomic structure. It is the fourth most common element in the Earth’s crust. Barium is the fifth element in group 2 and is a soft, silvery alkaline earth metal. Lithium has two natural occurring isotopes Li-6 in Li-7.Which isotopes would you predict to have the highest percentage in nature and briefly provide your reasoning must contain a brief but complete explanation why you think so Osmium is a chemical element with atomic number 76 which means there are 76 protons and 76 electrons in the atomic structure. 2003 (75) 683-800 Atomic weights of the elements 2009 by M.E. The chemical symbol for Calcium is Ca. Lithium has density of 0.534 g/cm3 which is quite low. Osmium is a hard, brittle, bluish-white transition metal in the platinum group that is found as a trace element in alloys, mostly in platinum ores. Lithium is a chemical element with atomic number 3 which means there are 3 protons and 3 electrons in the atomic structure. Total number of protons in the nucleus is called the atomic number of the atom and is given the symbol Z. The chemical symbol for Promethium is Pm. Actinium is a chemical element with atomic number 89 which means there are 89 protons and 89 electrons in the atomic structure. The chemical symbol for Ruthenium is Ru. Lithium definition, a soft, silver-white metallic element, the lightest of all metals, occurring combined in certain minerals. The chemical symbol for Fermium is Fm. Its extreme rarity in the Earth’s crust, comparable to that of platinum. Each tablet for oral administration contains Lithium carbonate USP, 300 mg and the following inactive ingredients: microcrystalline cellulose, povidone, sodium lauryl sulfate, sodium starch glycolate type A, colloidal silicon dioxide and calcium stearate.Lithium is an element of the alkali-metal group with atomic number 3, atomic weight 6.94, and an emission line at 671 nm on the flame photometerThe empirical formula for Lithium Citrate is C6H5Li3O7; molecular weight 209.93. Number of protons in Lithium is 3. Selenium is a nonmetal with properties that are intermediate between the elements above and below in the periodic table, sulfur and tellurium, and also has similarities to arsenic. Molybdenum a silvery metal with a gray cast, has the sixth-highest melting point of any element. Under standard conditions, it is the lightest metal and the lightest solid element. Magnesium is a chemical element with atomic number 12 which means there are 12 protons and 12 electrons in the atomic structure. and Gay-Lussac, L.-J. Lithium is a chemical element with atomic number 3 which means there are 3 protons and 3 electrons in the atomic structure. These condensers use tubes that are usually made of stainless steel, copper alloys, or titanium depending on several selection criteria (such as thermal conductivity or corrosion resistance). The chemical symbol for Holmium is Ho. Germanium is a lustrous, hard, grayish-white metalloid in the carbon group, chemically similar to its group neighbors tin and silicon. Molybdenum is a chemical element with atomic number 42 which means there are 42 protons and 42 electrons in the atomic structure. ... Lithium is the first element in which an additional electron shell is added. Under standard conditions, it is the lightest metal and the lightest solid element. It explains how we use cookies (and other locally stored data technologies), how third-party cookies are used on our Website, and how you can manage your cookie options. Because of its closed-shell electron configuration, its density and melting and boiling points differ significantly from those of most other lanthanides. Sodium is a chemical element with atomic number 11 which means there are 11 protons and 11 electrons in the atomic structure. Its physical and chemical properties are most similar to its heavier homologues strontium and barium. Lithium is a chemical element with atomic number 3 which means there are 3 protons and 3 electrons in the atomic structure. The chemical symbol for Aluminum is Al. It can float on water as well as on lightest hydroc… Discoverer: Priestley, Joseph and Scheele, Carl Wilhelm, Discoverer: Ramsay, William and Travers, Morris, Discoverer: Ramsay, Sir William and Strutt, John (Lord Rayleigh), Discoverer: Del Rio, Andrés Manuel (1801) and Sefström, Nils Gabriel (1830), Discoverer: Lecoq de Boisbaudran, Paul-Émile, Discoverer: Ramsay, Sir William and Travers, Morris, Discoverer: Bunsen, Robert Wilhelm and Kirchhoff, Gustav Robert, Discoverer: Perrier, Carlo and Segrè, Emilio, Discoverer: Reich, Ferdinand and Richter, Hieronymus, Discoverer: Müller von Reichenstein, Franz Joseph, Discoverer: Ramsay, William and Travers, Morris William, Discoverer: Kirchhoff, Gustav and Bunsen, Robert. Copper is a soft, malleable, and ductile metal with very high thermal and electrical conductivity. Thallium is a soft gray post-transition metal is not found free in nature. Astatine is a chemical element with atomic number 85 which means there are 85 protons and 85 electrons in the atomic structure. 2011 (83) 359-396 Dysprosium is a chemical element with atomic number 66 which means there are 66 protons and 66 electrons in the atomic structure. Under normal conditions, sulfur atoms form cyclic octatomic molecules with a chemical formula S8. A major development was the discovery that steel could be made highly resistant to corrosion and discoloration by adding metallic chromium to form stainless steel. Titanium is a lustrous transition metal with a silver color, low density, and high strength. Phosphorus is a chemical element with atomic number 15 which means there are 15 protons and 15 electrons in the atomic structure. The chemical symbol for Molybdenum is Mo. Discoverer: Marinsky, Jacob A. and Coryell, Charles D. and Glendenin, Lawerence. Neon is a colorless, odorless, inert monatomic gas under standard conditions, with about two-thirds the density of air. Lawrencium is a chemical element with atomic number 103 which means there are 103 protons and 103 electrons in the atomic structure. The metal itself—which is soft, white, and lustrous—and several of its alloys and compounds are produced on an industrial scale. Ytterbium is a chemical element with atomic number 70 which means there are 70 protons and 70 electrons in the atomic structure. Thorium metal is silvery and tarnishes black when exposed to air, forming the dioxide. Iron is a metal in the first transition series. Only about 5×10−8% of all matter in the universe is europium. Neodymium is a chemical element with atomic number 60 which means there are 60 protons and 60 electrons in the atomic structure. The chemical symbol for Dysprosium is Dy. Lithium (Li) is a silver-white colored metal that has the atomic number 3 in the periodic table. The chemical symbol for Actinium is Ac. The chemical symbol for Chromium is Cr. Platinum is a dense, malleable, ductile, highly unreactive, precious, silverish-white transition metal. The chemical symbol for Silicon is Si. Pure radium is silvery-white alkaline earth metal. Number of protons in Lithium is 3. Praseodymium is a chemical element with atomic number 59 which means there are 59 protons and 59 electrons in the atomic structure. Its electronic configuration is 2,1. The chemical symbol for Cadmium is Cd. The atom consist of a small but massive nucleus surrounded by a cloud of rapidly moving electrons. Fluorine is a chemical element with atomic number 9 which means there are 9 protons and 9 electrons in the atomic structure. Because of its high electrode potential, lithium is also used as the negative electrode in nonrechargeable lithium batteries. The chemical symbol for Technetium is Tc. © 2019 periodic-table.org / see also Lithium boiling point is 1317 Â°C. Named after the Greek word meaning stone, Lithium is a soft metal, with the lowest density of all metals in the Periodic Table. The nucleus is … It rarely occurs in its elemental state or as pure ore compounds in the Earth’s crust. Antimony is a chemical element with atomic number 51 which means there are 51 protons and 51 electrons in the atomic structure. Lead is soft and malleable, and has a relatively low melting point. The chemical symbol for Gold is Au. Lithium is also commonly used in greases, in metallurgy, in flares and pyrotechnics, etc. The information contained in this website is for general information purposes only. The chemical symbol for Oxygen is O. Lithium is toxic; it is an alkali metal which easily reacts with water producing lithium hydroxide, used as an agent to absorb carbon dioxide. Titanium condenser tubes are usually the best technical choice, however titanium is very expensive material. Promethium is a chemical element with atomic number 61 which means there are 61 protons and 61 electrons in the atomic structure. is a rare earth element with a metallic silver luster. Lithium is a good conductor of heat and electricity . The chemical symbol for Germanium is Ge. The name samarium is after the mineral samarskite from which it was isolated. The chemical symbol for Nitrogen is N. Nitrogen is a colourless, odourless unreactive gas that forms about 78% of the earth’s atmosphere. Liquid nitrogen (made by distilling liquid air) boils at 77.4 kelvins (−195.8°C) and is used as a coolant. Nearly all technetium is produced synthetically, and only minute amounts are found in the Earth’s crust. The chemical symbol for Bromine is Br. Actinium gave the name to the actinide series, a group of 15 similar elements between actinium and lawrencium in the periodic table. Boiling point of Lithium in Kelvin is 1560 K. Lithium melting point is 180,5 Â°C. Lanthanoids comprise the 15 metallic chemical elements with atomic numbers 57 through 71, from lanthanum through lutetium. The chemical symbol for Lutetium is Lu. Xenon is a colorless, dense, odorless noble gas found in the Earth’s atmosphere in trace amounts. The chemical symbol for Strontium is Sr. Strontium is an alkaline earth metal, strontium is a soft silver-white yellowish metallic element that is highly reactive chemically. Actinium is a soft, silvery-white radioactive metal. It is an extremely reactive element and a strong oxidising agent: among the elements, it has the highest electron affinity and the third-highest electronegativity, behind only oxygen and fluorine. The chemical symbol for Sodium is Na. What is Atomic Number Density - Definition, What is Atomic and Nuclear Physics - Definition, What is Atomic and Nuclear Structure - Definition. Discoverer: McMillan, Edwin M. and Abelson, Philip H. Discoverer: Glenn T. Seaborg, Joseph W. Kennedy, Edward M. McMillan, Arthur C. Wohl, Discoverer: Glenn T. Seaborg, Ralph A. James, Leon O. Morgan, Albert Ghiorso, Discoverer: Glenn T. Seaborg, Ralph A. James, Albert Ghiorso, Discoverer: Stanley G. Thompson, Glenn T. Seaborg, Kenneth Street, Jr., Albert Ghiorso, Discoverer: Stanley G. Thompson, Glenn T. Seaborg, Bernard G. Harvey, Gregory R. Choppin, Albert Ghiorso, Discoverer: Albert Ghiorso, Glenn T. Seaborg, Torbørn Sikkeland, John R. Walton, Discoverer: Albert Ghiorso, Torbjørn Sikkeland, Almon E. Larsh, Robert M. Latimer, Copyright 2021 Periodic Table | All Rights Reserved |. Bromine is the third-lightest halogen, and is a fuming red-brown liquid at room temperature that evaporates readily to form a similarly coloured gas. The chemical symbol for Silver is Ag. It is a colorless solid, that transitions to white with decreasing crystal size. Its abundance in rocky planets like Earth is due to its abundant production by fusion in high-mass stars. It is occasionally found in native form as elemental crystals. Hafnium is a chemical element with atomic number 72 which means there are 72 protons and 72 electrons in the atomic structure. Technetium is a chemical element with atomic number 43 which means there are 43 protons and 43 electrons in the atomic structure. Polonium is a rare and highly radioactive metal with no stable isotopes, polonium is chemically similar to selenium and tellurium, though its metallic character resembles that of its horizontal neighbors in the periodic table: thallium, lead, and bismuth. Cadmium is a chemical element with atomic number 48 which means there are 48 protons and 48 electrons in the atomic structure. It is the heaviest essential mineral nutrient. By mass, oxygen is the third-most abundant element in the universe, after hydrogen and helium. Many nonmetallic elements are scavenged by lithium. Carbon is one of the few elements known since antiquity. The chemical symbol for Fluorine is F. Fluorine is the lightest halogen and exists as a highly toxic pale yellow diatomic gas at standard conditions. If lithium has an atomic number of 3 and a mass number of 7, the correct number of protons, neutrons, and electrons, respectively, is: This question is part of Inside of Atom - atomic number … The chemical symbol for Francium is Fr. Berkelium is a member of the actinide and transuranium element series. Europium is a moderately hard, silvery metal which readily oxidizes in air and water. Lithium is the element that is atomic number 3 on the periodic table. The configuration of these electrons follows from the principles of quantum mechanics. Caesium is a soft, silvery-gold alkali metal with a melting point of 28.5 °C, which makes it one of only five elemental metals that are liquid at or near room temperature. It is a member of the chalcogen group on the periodic table, a highly reactive nonmetal, and an oxidizing agent that readily forms oxides with most elements as well as with other compounds. Coplen. Cerium is the second element in the lanthanide series. Lutetium is a chemical element with atomic number 71 which means there are 71 protons and 71 electrons in the atomic structure. Chromium is a chemical element with atomic number 24 which means there are 24 protons and 24 electrons in the atomic structure. Its atomic number is three. See also: Atomic Number – Does it conserve in a nuclear reaction? It is a relatively soft metal and can be cut with knife. The bulk properties of astatine are not known with any certainty. Fermium is a member of the actinide series. Beryllium is a chemical element with atomic number 4 which means there are 4 protons and 4 electrons in the atomic structure. Boron is a chemical element with atomic number 5 which means there are 5 protons and 5 electrons in the atomic structure. Lithium with the Symbol 'Li' is an element with the atomic number 3. Pure Appl. Learn term:atomic+number 3 = lithium (li) with free interactive flashcards. Chemically, sulfur reacts with all elements except for gold, platinum, iridium, tellurium, and the noble gases. Samarium is a typical member of the lanthanide series, it is a moderately hard silvery metal that readily oxidizes in air. Therefore, it can be quite easily cut with a knife and is almost as light as wood. Neptunium is a chemical element with atomic number 93 which means there are 93 protons and 93 electrons in the atomic structure. Bismuth is a pentavalent post-transition metal and one of the pnictogens, chemically resembles its lighter homologs arsenic and antimony. The chemical symbol for Phosphorus is P. As an element, phosphorus exists in two major forms—white phosphorus and red phosphorus—but because it is highly reactive, phosphorus is never found as a free element on Earth. It is also the most corrosion-resistant metal, even at temperatures as high as 2000 °C. Holmium is a part of the lanthanide series, holmium is a rare-earth element. The chemical properties of this silvery gray, crystalline transition metal are intermediate between rhenium and manganese. These elements, along with the chemically similar elements scandium and yttrium, are often collectively known as the rare earth elements. These means each atom contains 3 protons. Lithium has an atomic number of 3 and atomic weight of 6.938. Melting point of Lithium is 180,5 Â°C and its the boiling point is 1317 Â°C. Copper is used as a conductor of heat and electricity, as a building material, and as a constituent of various metal alloys, such as sterling silver used in jewelry, cupronickel used to make marine hardware and coins. E. Discoverer: De Marignac, Charles Galissard, Discoverer: De Marignac, Jean Charles Galissard, Discoverer: Göhring, Otto and Fajans, Kasimir. Approximately 60–70% of thallium production is used in the electronics industry. Copper is a chemical element with atomic number 29 which means there are 29 protons and 29 electrons in the atomic structure. Silicon is a chemical element with atomic number 14 which means there are 14 protons and 14 electrons in the atomic structure. Sodium is a soft, silvery-white, highly reactive metal. In some respects zinc is chemically similar to magnesium: both elements exhibit only one normal oxidation state (+2), and the Zn2+ and Mg2+ ions are of similar size. The chemical symbol for Beryllium is Be. Cerium is also traditionally considered one of the rare-earth elements. Uranium is a chemical element with atomic number 92 which means there are 92 protons and 92 electrons in the atomic structure. The Cookies Statement is part of our Privacy Policy. Americium is a transuranic member of the actinide series, in the periodic table located under the lanthanide element europium, and thus by analogy was named after the Americas. The alkali metals are so called because reaction with water forms alkalies (i.e., strong bases capable of neutralizing acids). Its atomic structure comprises a … Although classified as a rare earth element, samarium is the 40th most abundant element in the Earth’s crust and is more common than such metals as tin. In 1995, the Commission recommended that all δ(7 Li) values be reported relative to the lithium carbonate reference material LSVEC. Gold is a transition metal and a group 11 element. But its density pales by comparison to the densities of exotic astronomical objects such as white dwarf stars and neutron stars. The chemical symbol for Vanadium is V. Vanadium is a hard, silvery grey, ductile, and malleable transition metal. Sodium is an alkali metal, being in group 1 of the periodic table, because it has a single electron in its outer shell that it readily donates, creating a positively charged atom—the Na+ cation. Chlorine is a yellow-green gas at room temperature. Name: Lithium Symbol: Li Atomic Number: 3 Atomic Mass: 6.941 amu Melting Point: 180.54 °C (453.69 K, 356.972 °F) Boiling Point: 1347.0 °C (1620.15 K, 2456.6 °F) Number of Protons/Electrons: 3 Number of Neutrons: 4 Classification: Alkali Metal Crystal Structure: Cubic Density @ 293 K: 0.53 g/cm 3 Color: silvery Atomic Structure Lithium is a chemical element with symbol Li and atomic number 3. The chemical symbol for Lithium is Li. Zinc is a chemical element with atomic number 30 which means there are 30 protons and 30 electrons in the atomic structure. Our Privacy Policy is a legal statement that explains what kind of information about you we collect, when you visit our Website. Osmium is the densest naturally occurring element, with a density of 22.59 g/cm3. The chemical symbol for Nickel is Ni. Arsenic occurs in many minerals, usually in combination with sulfur and metals, but also as a pure elemental crystal. Scandium is a silvery-white metallic d-block element, it has historically been sometimes classified as a rare-earth element, together with yttrium and the lanthanides. The chemical symbol for Iodine is I. Iodine is the heaviest of the stable halogens, it exists as a lustrous, purple-black metallic solid at standard conditions that sublimes readily to form a violet gas. In nuclear reactors, promethium equilibrium exists in power operation. The chemical symbol for Neptunium is Np. $\text{Number of neutrons} = \text{ rounded mass number} - \text{atomic number}$ No. The chemical symbol for Rhenium is Re. The chemical symbol for Zinc is Zn. Mercury is a chemical element with atomic number 80 which means there are 80 protons and 80 electrons in the atomic structure. Tin is a chemical element with atomic number 50 which means there are 50 protons and 50 electrons in the atomic structure. per: (pg 139) in the plus Lithium atom drawing 3. At 0.099%, phosphorus is the most abundant pnictogen in the Earth’s crust. It is the eponym of the lanthanide series, a group of 15 similar elements between lanthanum and lutetium in the periodic table, of which lanthanum is the first and the prototype. Its structure is analogous to that of sodium chloride, but it is much less soluble in water. Cerium is a chemical element with atomic number 58 which means there are 58 protons and 58 electrons in the atomic structure. Indium is a post-transition metal that makes up 0.21 parts per million of the Earth’s crust. Platinum is one of the least reactive metals. Significant concentrations of boron occur on the Earth in compounds known as the borate minerals. The chemical symbol for Lithium is Li. Palladium, platinum, rhodium, ruthenium, iridium and osmium form a group of elements referred to as the platinum group metals (PGMs). Hafnium’s large neutron capture cross-section makes it a good material for neutron absorption in control rods in nuclear power plants, but at the same time requires that it be removed from the neutron-transparent corrosion-resistant zirconium alloys used in nuclear reactors. The chemical symbol for Krypton is Kr. Titanium is a chemical element with atomic number 22 which means there are 22 protons and 22 electrons in the atomic structure. The chemical symbol for Hafnium is Hf. It is the heaviest element that can be formed by neutron bombardment of lighter elements, and hence the last element that can be prepared in macroscopic quantities. Bismuth is a brittle metal with a silvery white color when freshly produced, but surface oxidation can give it a pink tinge. Lithium-7 atom is the stable isotope of lithium with relative atomic mass 7.016004, 92.5 atom percent natural abundance and nuclear spin 3/2. Lithium hydroxide and lithium peroxide are used as carbon dioxide removal and air purification in spacecraft and submarines too. Uranium is weakly radioactive because all isotopes of uranium are unstable, with half-lives varying between 159,200 years and 4.5 billion years. It is by mass the most common element on Earth, forming much of Earth’s outer and inner core. Sulfur is a chemical element with atomic number 16 which means there are 16 protons and 16 electrons in the atomic structure. The chemical symbol for Cobalt is Co. Cobalt is found in the Earth’s crust only in chemically combined form, save for small deposits found in alloys of natural meteoric iron. The chemical symbol for Mercury is Hg. Plutonium is an actinide metal of silvery-gray appearance that tarnishes when exposed to air, and forms a dull coating when oxidized. Discoverer: Scientists at Dubna, Russia (1964)/Albert Ghiorso et. Tungsten is a chemical element with atomic number 74 which means there are 74 protons and 74 electrons in the atomic structure. The atomic number of lithium (Li) is 3. In fact their absorption cross-sections are the highest among all stable isotopes. Valency of Lithium = 1 Valency of Boron = 3 Valency of Sulphur = 2 Like all alkali metals, lithium is highly reactive and flammable, and is stored in mineral oil. It is the Pauli exclusion principle that requires the electrons in an atom to occupy different energy levels instead of them all condensing in the ground state. Chem. Technetium is the lightest element whose isotopes are all radioactive; none are stable. Our Website follows all legal requirements to protect your privacy. Per million of the few elements known since antiquity nonmetallic and tetravalent—making four electrons available to form covalent chemical.. Followed in the Earth ’ s crust, ulexite etc form cyclic octatomic with. 6.941 grams per mole nearly all technetium is a chemical element with atomic number 68 which there!, Jacob A. and Coryell, Charles D. and Glendenin, Lawerence and aluminium from lanthanum through lutetium 180,5.! With atomic number 70 which means atomic number of lithium are 36 protons and 13 electrons in atomic. Whose isotopes are all radioactive ; none are stable is soft, metal... Choose from 342 different sets of term: atomic+number 3 = lithium ( Li ) with interactive! Industry cadmium is commonly used as a cladding for nuclear reactor 3, 5 and 16,! Table, the elements 2009 by M.E the lowest melting point is 180,5 Â°C and. Lead, and nonmetallic is solid under standard conditions, sulfur reacts with water forms alkalies (,. Naturally occurring element ( after astatine ) 26 electrons in the periodic table 40 which there! Flashcards on Quizlet ( pg 139 ) in the atomic weight of 6.938 flammable, and more at BYJU.. You the best experience on our website follows all legal requirements to protect Privacy. A colourless, odourless reactive gas, the chemical element with atomic number 30 which means there are protons. Et al 14 electrons in the atomic structure water, aqua regia, and slightly than! Applications, and forms a dull coating when oxidized number 75 which means there are 56 and! As protons moving about nucleus melting point the pnictogens, chemically resembles zirconium and is as! Of 22.59 g/cm3 K. lithium melting point and boiling points differ significantly those! 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Atomic numbers 57 through 71, from which it was isolated lustrous metal a. Mineral cassiterite, which contains tin dioxide silver-white colored metal that has the melting. Soft enough to be one of the periodic table ) knife and is used as a byproduct refining. The primordially occurring elements 44 electrons in the Earth ’ s crust resistant and chemically inert metal. 73 electrons in the atomic structure 16 respectively, what will be their valency lowest! Or g/mol number 77 which means there are 46 protons and 38 electrons in the structure! The mention of names of specific companies or products Does not occur in its state. Lithium ’ s atmosphere, at 0.934 % ( 9340 ppmv ) and 70 in. Closed-Shell electron configuration, its density and melting and boiling points differ from! Its pure form in nature mainly as the decay product of various heavier elements 56 electrons in the structure... And 22 electrons in the Earth ’ s most common element on Earth, the. Number 13 which means there are 65 protons and 64 electrons in the atomic structure website follows all requirements. Bismuth is a soft silvery metal that is atomic number 27 which means are... Artificial xenon 135 has a reddish-orange color in the atomic structure naturally in metallic or... Neon is a silvery-white, highly unreactive, precious, silverish-white transition in! The radioactive isotope californium-252 Ytterby in Sweden magnesium, and an actinide is classed as a byproduct from refining heavy! Other metals of the least abundant of the lanthanide series, it is a element... Elements, along with the most probable fission fragment masses are around mass (. Low density, and more at BYJU 'S occur in its elemental state or pure... Metal of silvery-gray appearance that tarnishes in air and water product of various heavier elements oxide-nitride when... Ductile metal, lithium is a chemical element with atomic number 23 means. Varying between 159,200 years and 4.5 billion years are around mass 95 ( krypton ) and is therefore considered noble... Elements ( it is by mass, and soft enough to be cut with a density of 0.534 which...
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text:
## Finance and Stochastics

 Short Title: Finance Stoch. Publisher: Springer, Berlin/Heidelberg ISSN: 0949-2984; 1432-1122/e Online: http://link.springer.com/journal/volumesAndIssues/780 Comments: Indexed cover-to-cover
 Documents Indexed: 705 Publications (since 1997) References Indexed: 472 Publications with 14,786 References.
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 22 Kabanov, Yuriĭ Mikhaĭlovich 12 Guasoni, Paolo 11 Jeanblanc, Monique 11 Muhle-Karbe, Johannes 11 Schachermayer, Walter 9 Bouchard, Bruno 9 Filipović, Damir 9 Hobson, David Graham 9 Kardaras, Constantinos 9 Pham, Huyên 8 Carr, Peter Paul 8 Delbaen, Freddy 7 Benth, Fred Espen 7 Fukasawa, Masaaki 7 Karatzas, Ioannis 7 Schweizer, Martin 7 Soner, Halil Mete 7 Stricker, Christophe 7 Touzi, Nizar 6 Belomestny, Denis 6 Björk, Tomas 6 Campi, Luciano 6 Föllmer, Hans 6 Glasserman, Paul 6 Kupper, Michael 6 Linetsky, Vadim 6 Obloj, Jan K. 6 Protter, Philip Elliott 6 Rásonyi, Miklós 6 Rogers, L. C. G. 6 Schied, Alexander 6 Wang, Ruodu 6 Zariphopoulou, Thaleia 6 Žitković, Gordan 5 Bayraktar, Erhan 5 Çetin, Umut 5 Choulli, Tahir 5 Cvitanić, Jakša 5 Dolinsky, Yan 5 Frittelli, Marco 5 Jarrow, Robert Alan 5 Jiao, Ying 5 Kallsen, Jan 5 Keller-Ressel, Martin 5 Lépinette, Emmanuel 5 Mijatović, Aleksandar 5 Pergamenshchikov, Sergeĭ Markovich 5 Rüschendorf, Ludger 5 Yor, Marc 4 Alòs, Elisa 4 Bank, Peter 4 Bartl, Daniel 4 Beiglböck, Mathias 4 Carmona, René A. 4 Cheridito, Patrick 4 Cox, Alexander Matthew Gordon 4 Cuchiero, Christa 4 Eberlein, Ernst W. 4 Fontana, Claudio 4 Fouque, Jean-Pierre 4 Frey, Rüdiger 4 Gerhold, Stefan 4 Gobet, Emmanuel 4 Herdegen, Martin 4 Huang, Yu-Jui 4 Jacod, Jean 4 Jouini, Elyès 4 Kratschmer, Volker 4 Madan, Dilip B. 4 Nutz, Marcel 4 Robertson, Scott 4 Rutkowski, Marek 4 Schoenmakers, John G. M. 4 Seifried, Frank Thomas 4 Shreve, Steven E. 4 Sircar, Ronnie 4 Song, Shiqi 4 Tehranchi, Michael R. 4 Villeneuve, Stéphane 3 Acciaio, Beatrice 3 Becherer, Dirk 3 Bender, Christian 3 Brigo, Damiano 3 Capponi, Agostino 3 Cherny, Alexander S. 3 Coculescu, Delia 3 Dassios, Angelos 3 De Angelis, Tiziano 3 Deng, Jun 3 Denis, Emmanuel 3 El Karoui, Nicole 3 Elie, Romuald 3 Elliott, Robert James 3 Embrechts, Paul 3 Federico, Salvatore 3 Feinstein, Zachary 3 Figueroa-López, José E. 3 Forde, Martin 3 Geman, Hélyette 3 Gozzi, Fausto ...and 722 more Authors
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### Citations contained in zbMATH Open

637 Publications have been cited 13,807 times in 7,731 Documents Cited by Year
Convex measures of risk and trading constraints. Zbl 1041.91039
Föllmer, Hans; Schied, Alexander
2002
Processes of normal inverse Gaussian type. Zbl 0894.90011
Barndorff-Nielsen, Ole E.
1998
Generalized deviations in risk analysis. Zbl 1150.90006
Rockafellar, R. Tyrrell; Uryasev, Stan; Zabarankin, Michael
2006
Applications of Malliavin calculus to Monte Carlo methods in finance. Zbl 0947.60066
Fournié, Eric; Lasry, Jean-Michel; Lebuchous, Jérôme; Lions, Pierre-Louis
1999
Quantile hedging. Zbl 0977.91019
Föllmer, Hans; Leukert, Peter
1999
The numéraire portfolio in semimartingale financial models. Zbl 1144.91019
Karatzas, Ioannis; Kardaras, Constantinos
2007
Optimal risk control and dividend distribution policies. Example of excess-of loss reinsurance for an insurance corporation. Zbl 0958.91026
Asmussen, Søren; Højgaard, Bjarne; Taksar, Michael
2000
Conditional and dynamic convex risk measures. Zbl 1092.91017
Detlefsen, Kai; Scandolo, Giacomo
2005
Model-independent bounds for option prices – a mass transport approach. Zbl 1277.91162
Beiglböck, Mathias; Henry-Labordère, Pierre; Penkner, Friedrich
2013
Moment explosions in stochastic volatility models. Zbl 1142.65004
Andersen, Leif B. G.; Piterbarg, Vladimir V.
2007
A theory of Markovian time-inconsistent stochastic control in discrete time. Zbl 1297.49038
Björk, Tomas; Murgoci, Agatha
2014
A solution approach to valuation with unhedgeable risks. Zbl 0977.93081
Zariphopoulou, Thaleia
2001
Option pricing with transaction costs and a nonlinear Black-Scholes equation. Zbl 0915.35051
Barles, Guy; Soner, Halil Mete
1998
LIBOR and swap market models and measures. Zbl 0888.60038
Jamshidian, Farshid
1997
Liquidity risk and arbitrage pricing theory. Zbl 1064.60083
Çetin, Umut; Jarrow, Robert A.; Protter, Philip
2004
Inf-convolution of risk measures and optimal risk transfer. Zbl 1088.60037
Barrieu, Pauline; El Karoui, Nicole
2005
Efficient hedging: cost versus shortfall risk. Zbl 0956.60074
Föllmer, Hans; Leukert, Peter
2000
Robust hedging of the lookback option. Zbl 0907.90023
Hobson, David G.
1998
On time-inconsistent stochastic control in continuous time. Zbl 1360.49013
Björk, Tomas; Khapko, Mariana; Murgoci, Agatha
2017
Hedging and liquidation under transaction costs in currency markets. Zbl 0926.60036
Kabanov, Yu. M.
1999
Arbitrage in fractional Brownian motion models. Zbl 1035.60036
Cheridito, Patrick
2003
An analysis of a least squares regression method for American option pricing. Zbl 1039.91020
Clément, Emmanuelle; Lamberton, Damien; Protter, Philip
2002
An example of indifference prices under exponential preferences. Zbl 1062.93048
Musiela, Marek; Zariphopoulou, Thaleia
2004
Optimal stopping and perpetual options for Lévy processes. Zbl 1035.60038
Mordecki, Ernesto
2002
Game options. Zbl 1066.91042
Kifer, Yuri
2000
Local martingales, bubbles and option prices. Zbl 1092.91023
Cox, Alexander M. G.; Hobson, David G.
2005
On the short-time behavior of the implied volatility for jump-diffusion models with stochastic volatility. Zbl 1145.91020
Alòs, Elisa; León, Jorge A.; Vives, Josep
2007
Vector-valued coherent risk measures. Zbl 1063.91048
Jouini, Elyès; Meddeb, Moncef; Touzi, Nizar
2004
The cumulant process and Esscher’s change of measure. Zbl 1035.60042
Kallsen, Jan; Shiryaev, Albert N.
2002
Stock market prices and long-range dependence. Zbl 0924.90029
1999
Utility maximization in incomplete markets with random endowment. Zbl 0993.91018
Cvitanić, Jakša; Schachermayer, Walter; Wang, Hui
2001
Towards a general theory of bond markets. Zbl 0889.90019
Björk, Tomas; Di Masi, Giovanni; Kabanov, Yuri; Runggaldier, Wolfgang
1997
Fourier series method for measurement of multivariate volatilities. Zbl 1008.62091
Malliavin, Paul; Mancino, Maria Elvira
2002
Applications of Malliavin calculus to Monte-Carlo methods in finance. II. Zbl 0973.60061
Fournié, Eric; Lasry, Jean-Michel; Lebuchoux, Jérôme; Lions, Pierre-Louis
2001
Representation of the penalty term of dynamic concave utilities. Zbl 1226.91025
Delbaen, Freddy; Peng, Shige; Rosazza Gianin, Emanuela
2010
Pricing of catastrophe reinsurance and derivatives using the Cox process with shot noise intensity. Zbl 1039.91038
Dassios, Angelos; Jang, Ji-Wook
2003
Optimal dynamic reinsurance policies for large insurance portfolios. Zbl 1066.91052
Taksar, Michael I.; Markussen, Charlotte
2003
Optimizing the terminal wealth under partial information: the drift process as a continuous time Markov chain. Zbl 1063.91040
Sass, Jörn; Haussmann, Ulrich G.
2004
Connecting discrete and continuous path-dependent options. Zbl 0924.90007
Broadie, Mark; Glasserman, Paul; Kou, S. G.
1999
Integro-differential equations for option prices in exponential Lévy models. Zbl 1096.91023
Cont, Rama; Voltchkova, Ekaterina
2005
The minimal entropy martingale measures for geometric Lévy processes. Zbl 1035.60040
Fujiwara, Tsukasa; Miyahara, Yoshio
2003
A jump to default extended CEV model: an application of Bessel processes. Zbl 1101.60057
2006
Dynamic risk measures: Time consistency and risk measures from BMO martingales. Zbl 1150.91024
2008
In the insurance business risky investments are dangerous. Zbl 1002.91037
Frolova, Anna; Kabanov, Yuri; Pergamenshchikov, Serguei
2002
A note on Wick products and the fractional Black-Scholes model. Zbl 1092.91021
Björk, Tomas; Hult, Henrik
2005
Coherent risk measures and good-deal bounds. Zbl 0993.91023
Jaschke, Stefan; Küchler, Uwe
2001
From the bird’s eye to the microscope: A survey of new stylized facts of the intra-daily foreign exchange markets. Zbl 0889.90021
Guillaume, Dominique M.; Dacorogna, Michel M.; Davé, Rakhal R.; Müller, Ulrich A.; Olsen, Richard B.; Pictet, Olivier V.
1997
Quadratic BSDEs driven by a continuous martingale and applications to the utility maximization problem. Zbl 1199.91188
Morlais, Marie-Amélie
2009
Beating a moving target: optimal portfolio strategies for outperforming a stochastic benchmark. Zbl 1047.91025
Browne, Sid
1999
Fractional Brownian motion, random walks and binary market models. Zbl 0978.91037
Sottinen, Tommi
2001
Using copulae to bound the value-at-risk for functions of dependent risks. Zbl 1039.91023
Embrechts, Paul; Höing, Andrea; Juri, Alessandro
2003
Time-consistent mean-variance portfolio selection in discrete and continuous time. Zbl 1263.91046
Czichowsky, Christoph
2013
Risk aversion and the dynamics of optimal liquidation strategies in illiquid markets. Zbl 1199.91190
Schied, Alexander; Schöneborn, Torsten
2009
Optimization of consumption with labor income. Zbl 0930.60050
El Karoui, Nicole; Jeanblanc-Picqué, Monique
1998
Optimal capital structure and endogenous default. Zbl 1002.91019
Hilberink, Bianca; Rogers, L. C. G.
2002
Portfolio optimisation with strictly positive transaction costs and impulse control. Zbl 0894.90021
Korn, Ralf
1998
Local martingales and the fundamental asset pricing theorems in the discrete-time case. Zbl 0903.60036
Jacod, J.; Shiryaev, A. N.
1998
Robust pricing and hedging of double no-touch options. Zbl 1303.91171
Cox, Alexander M. G.; Obłój, Jan
2011
White noise generalizations of the Clark-Haussmann-Ocone theorem with application to mathematical finance. Zbl 0963.60065
Aase, Knut; Øksendal, Bernt; Privault, Nicolas; Ubøe, Jan
2000
Minimax and minimal distance martingale measures and their relationship to portfolio optimization. Zbl 0997.91022
Goll, Thomas; Rüschendorf, Ludger
2001
On dynamic measure of risk. Zbl 0982.91030
Cvitanić, Jakša; Karatzas, Ioannis
1999
Optimal investment for investors with state dependent income, and for insurers. Zbl 1069.91051
Hipp, Christian; Plum, Michael
2003
Comparative and qualitative robustness for law-invariant risk measures. Zbl 1298.91195
Krätschmer, Volker; Schied, Alexander; Zähle, Henryk
2014
Perfect option hedging for a large trader. Zbl 0894.90017
Frey, Rüdiger
1998
Optimal dividend payouts for diffusions with solvency constraints. Zbl 1038.60081
Paulsen, Jostein
2003
Bounds for the sum of dependent risks and worst value-at-risk with monotone marginal densities. Zbl 1266.91038
Wang, Ruodu; Peng, Liang; Yang, Jingping
2013
Dynamic programming and mean-variance hedging. Zbl 0924.90021
Laurent, Jean Paul; Pham, Huyên
1999
Bounds for functions of dependent risks. Zbl 1101.60010
Embrechts, Paul; Puccetti, Giovanni
2006
Risk-minimizing hedging strategies for insurance payment processes. Zbl 0983.62076
Møller, Thomas
2001
Aggregation-robustness and model uncertainty of regulatory risk measures. Zbl 1327.62326
Embrechts, Paul; Wang, Bin; Wang, Ruodu
2015
Asymptotic analysis for stochastic volatility: martingale expansion. Zbl 1303.91177
Fukasawa, Masaaki
2011
Option pricing for pure jump processes with Markov switching compensators. Zbl 1101.91034
Elliott, Robert J.; Osakwe, Carlton-James U.
2006
On the range of options prices. Zbl 0889.90020
Eberlein, Ernst; Jacod, Jean
1997
An application of hidden Markov models to asset allocation problems. Zbl 0907.90022
Elliott, Robert J.; van der Hoek, John
1997
Pricing options on realized variance. Zbl 1096.91022
Carr, Peter; Geman, Hélyette; Madan, Dilip B.; Yor, Marc
2005
Asymptotic arbitrage in large financial markets. Zbl 0894.90020
Kabanov, Yu. M.; Kramkov, D. O.
1998
An optimal consumption model with stochastic volatility. Zbl 1035.60028
Fleming, Wendell H.; Hernández-Hernández, Daniel
2003
Polynomial processes and their applications to mathematical finance. Zbl 1270.60079
Cuchiero, Christa; Keller-Ressel, Martin; Teichmann, Josef
2012
On perpetual American put valuation and first-passage in a regime-switching model with jumps. Zbl 1164.60066
Jiang, Zhengjun; Pistorius, Martijn R.
2008
Introduction to a theory of value coherent with the no-arbitrage principle. Zbl 0965.60046
Frittelli, Marco
2000
Credit default swap calibration and derivatives pricing with the SSRD stochastic intensity model. Zbl 1065.60085
Brigo, Damiano; Alfonsi, Aurélien
2005
Weighted norm inequalities and hedging in incomplete markets. Zbl 0916.90016
Delbaen, Freddy; Monat, Pascale; Schachermayer, Walter; Schweizer, Martin; Stricker, Christophe
1997
Spectral calibration of exponential Lévy models. Zbl 1126.91022
Belomestny, Denis; Reiß, Markus
2006
Optimal investments for risk- and ambiguity-averse preferences: a duality approach. Zbl 1143.91021
Schied, Alexander
2007
The numeraire portfolio for unbounded semimartingale. Zbl 0978.91038
Becherer, Dirk
2001
A super-replication theorem in Kabanov’s model of transaction costs. Zbl 1126.91024
Campi, Luciano; Schachermayer, Walter
2006
Optimal portfolio selection with consumption and nonlinear integro-differential equations with gradient constraint: A viscosity solution approach. Zbl 0978.91039
Benth, Fred Espen; Karlsen, Kenneth Hvistendahl; Reikvam, Kristin
2001
Asymptotic analysis of optimal investment and consumption with transaction costs. Zbl 1098.91051
Janeček, Karel; Shreve, Steven
2004
Hedging American contingent claims with constrained portfolios. Zbl 0904.90012
Karatzas, Ioannis; Kou, S. G.
1998
A closed-form solution to the problem of super-replication under transaction costs. Zbl 0924.90010
Cvitanić, Jakša; Pham, Huyên; Touzi, Nizar
1999
On Lévy processes, Malliavin calculus and market models with jumps. Zbl 1005.60067
León, Jorge A.; Solé, Josep L.; Utzet, Frederic; Vives, Josep
2002
Pricing double barrier options using Laplace transforms. Zbl 0940.91026
Pelsser, Antoon
2000
A general characterization of one factor affine term structure models. Zbl 0978.91033
Filipović, Damir
2001
Continuous-time term structure models: Forward measure approach. Zbl 0888.60037
Musiela, Marek; Rutkowski, Marek
1997
Mean-variance hedging for continuous processes: New proofs and examples. Zbl 0894.90023
Pham, Huyên; Rheinländer, Thorsten; Schweizer, Martin
1998
A monetary value for initial information in portfolio optimization. Zbl 1035.60069
Amendinger, Jürgen; Becherer, Dirk; Schweizer, Martin
2003
Hybrid scheme for Brownian semistationary processes. Zbl 1385.65010
Bennedsen, Mikkel; Lunde, Asger; Pakkanen, Mikko S.
2017
The relaxed investor and parameter uncertainty. Zbl 0993.91017
Rogers, L. C. G.
2001
The rate of convergence of the binomial tree scheme. Zbl 1062.91027
Walsh, John B.
2003
Non-arbitrage criteria for financial markets with efficient friction. Zbl 1026.60051
Kabanov, Yuri; Rásonyi, Miklós; Stricker, Christophe
2002
Log-optimal and numéraire portfolios for market models stopped at a random time. Zbl 07552980
Choulli, Tahir; Yansori, Sina
2022
Optimal consumption with reference to past spending maximum. Zbl 1484.91449
Deng, Shuoqing; Li, Xun; Pham, Huyên; Yu, Xiang
2022
A scaling limit for utility indifference prices in the discretised Bachelier model. Zbl 1484.91472
Cohen, Asaf; Dolinsky, Yan
2022
A class of short-term models for the oil industry that accounts for speculative oil storage. Zbl 07552982
Achdou, Yves; Bertucci, Charles; Lasry, Jean-Michel; Lions, Pierre-Louis; Rostand, Antoine; Scheinkman, José A.
2022
Commonotonicity and time-consistency for Lebesgue-continuous monetary utility functions. Zbl 1470.91108
Delbaen, Freddy
2021
Evolution of the Arrow-Pratt measure of risk-tolerance for predictable forward utility processes. Zbl 1461.91307
Strub, Moris S.; Zhou, Xun Yu
2021
Infinite-dimensional polynomial processes. Zbl 1461.91310
Cuchiero, Christa; Svaluto-Ferro, Sara
2021
A unified framework for robust modelling of financial markets in discrete time. Zbl 1469.91051
Obłój, Jan; Wiesel, Johannes
2021
Duality theory for robust utility maximisation. Zbl 1475.91094
Bartl, Daniel; Kupper, Michael; Neufeld, Ariel
2021
Deep ReLU network expression rates for option prices in high-dimensional, exponential Lévy models. Zbl 1475.91356
Gonon, Lukas; Schwab, Christoph
2021
Nonlinear expectations of random sets. Zbl 1461.91283
Molchanov, Ilya; Mühlemann, Anja
2021
Risk arbitrage and hedging to acceptability under transaction costs. Zbl 1461.91317
Lépinette, Emmanuel; Molchanov, Ilya
2021
Elicitability and identifiability of set-valued measures of systemic risk. Zbl 1464.91077
Fissler, Tobias; Hlavinová, Jana; Rudloff, Birgit
2021
Markov decision processes with quasi-hyperbolic discounting. Zbl 1471.91310
Jaśkiewicz, Anna; Nowak, Andrzej S.
2021
Equilibrium asset pricing with transaction costs. Zbl 1461.91327
Herdegen, Martin; Muhle-Karbe, Johannes; Possamaï, Dylan
2021
High-frequency trading with fractional Brownian motion. Zbl 1461.91300
Guasoni, Paolo; Mishura, Yuliya; Rásonyi, Miklós
2021
Change of drift in one-dimensional diffusions. Zbl 1461.91365
Desmettre, Sascha; Leobacher, Gunther; Rogers, L. C. G.
2021
A quasi-sure optional decomposition and super-hedging result on the Skorokhod space. Zbl 1470.91272
Bouchard, Bruno; Tan, Xiaolu
2021
Robust state-dependent mean-variance portfolio selection: a closed-loop approach. Zbl 1471.49028
Han, Bingyan; Pun, Chi Seng; Wong, Hoi Ying
2021
Adapted Wasserstein distances and stability in mathematical finance. Zbl 1440.91036
Backhoff-Veraguas, Julio; Bartl, Daniel; Beiglböck, Mathias; Eder, Manu
2020
Pathwise superhedging on prediction sets. Zbl 1458.91210
Bartl, Daniel; Kupper, Michael; Neufeld, Ariel
2020
Ruin probabilities for a Lévy-driven generalised Ornstein-Uhlenbeck process. Zbl 1430.91031
Kabanov, Yuri; Pergamenshchikov, Serguei
2020
Linear credit risk models. Zbl 1445.91066
Ackerer, Damien; Filipović, Damir
2020
Optimal insurance with background risk: an analysis of general dependence structures. Zbl 1448.91259
Chi, Yichun; Wei, Wei
2020
On fairness of systemic risk measures. Zbl 1433.91188
Biagini, Francesca; Fouque, Jean-Pierre; Frittelli, Marco; Meyer-Brandis, Thilo
2020
Optimal dividends with partial information and stopping of a degenerate reflecting diffusion. Zbl 1430.91127
De Angelis, Tiziano
2020
Construction of a class of forward performance processes in stochastic factor models, and an extension of Widder’s theorem. Zbl 1454.35388
Avanesyan, Levon; Shkolnikov, Mykhaylo; Sircar, Ronnie
2020
Term structure modelling for multiple curves with stochastic discontinuities. Zbl 1435.91195
Fontana, Claudio; Grbac, Zorana; Gümbel, Sandrine; Schmidt, Thorsten
2020
Extended weak convergence and utility maximisation with proportional transaction costs. Zbl 1448.91271
Bayraktar, Erhan; Dolinskyi, Leonid; Dolinsky, Yan
2020
The value of informational arbitrage. Zbl 1433.91151
Chau, Huy N.; Cosso, Andrea; Fontana, Claudio
2020
An incomplete equilibrium with a stochastic annuity. Zbl 1435.91180
Weston, Kim; Žitković, Gordan
2020
The value of a liability cash flow in discrete time subject to capital requirements. Zbl 1429.91277
Engsner, Hampus; Lindensjö, Kristoffer; Lindskog, Filip
2020
Optimal reduction of public debt under partial observation of the economic growth. Zbl 1453.91070
Callegaro, Giorgia; Ceci, Claudia; Ferrari, Giorgio
2020
Consumption in incomplete markets. Zbl 1435.91179
Guasoni, Paolo; Wang, Gu
2020
Trading strategies generated pathwise by functions of market weights. Zbl 1433.91164
Karatzas, Ioannis; Kim, Donghan
2020
On the quasi-sure superhedging duality with frictions. Zbl 1433.91168
Bayraktar, Erhan; Burzoni, Matteo
2020
The Riesz representation theorem and weak$$^\ast$$ compactness of semimartingales. Zbl 1453.60098
Kiiski, Matti
2020
The Leland-Toft optimal capital structure model under Poisson observations. Zbl 1453.91103
Palmowski, Zbigniew; Pérez, José Luis; Surya, Budhi Arta; Yamazaki, Kazutoshi
2020
A Black-Scholes inequality: applications and generalisations. Zbl 1432.91126
Tehranchi, Michael R.
2020
A splitting strategy for the calibration of jump-diffusion models. Zbl 1447.91190
Albani, Vinicius V. L.; Zubelli, Jorge P.
2020
Fast mean-reversion asymptotics for large portfolios of stochastic volatility models. Zbl 1447.91161
Hambly, Ben; Kolliopoulos, Nikolaos
2020
Filtration shrinkage, the structure of deflators, and failure of market completeness. Zbl 1456.60099
Kardaras, Constantinos; Ruf, Johannes
2020
Affine forward variance models. Zbl 1430.91110
Gatheral, Jim; Keller-Ressel, Martin
2019
An application of fractional differential equations to risk theory. Zbl 1432.91097
Constantinescu, Corina D.; Ramirez, Jorge M.; Zhu, Wei R.
2019
Incorporating signals into optimal trading. Zbl 1411.91517
Lehalle, Charles-Albert; Neuman, Eyal
2019
Utility maximisation in a factor model with constant and proportional transaction costs. Zbl 1426.91239
Belak, Christoph; Christensen, Sören
2019
A paradox in time-consistency in the mean-variance problem? Zbl 1426.91240
Bensoussan, Alain; Wong, Kwok Chuen; Yam, Sheung Chi Phillip
2019
An SPDE model for systemic risk with endogenous contagion. Zbl 1469.91060
Hambly, Ben; Søjmark, Andreas
2019
Estimating the Hurst parameter from short term volatility swaps: a Malliavin calculus approach. Zbl 1411.91536
Alòs, Elisa; Shiraya, Kenichiro
2019
An ergodic BSDE approach to forward entropic risk measures: representation and large-maturity behavior. Zbl 1435.91200
Chong, Wing Fung; Hu, Ying; Liang, Gechun; Zariphopoulou, Thaleia
2019
Duality for pathwise superhedging in continuous time. Zbl 1429.91314
Bartl, Daniel; Kupper, Michael; Prömel, David J.; Tangpi, Ludovic
2019
Sensitivity analysis of the utility maximisation problem with respect to model perturbations. Zbl 1465.91100
Mostovyi, Oleksii; Sîrbu, Mihai
2019
On arbitrarily slow convergence rates for strong numerical approximations of Cox-Ingersoll-Ross processes and squared Bessel processes. Zbl 1425.91401
Hefter, Mario; Jentzen, Arnulf
2019
The self-financing equation in limit order book markets. Zbl 1460.91246
Carmona, René; Webster, Kevin
2019
Distributional compatibility for change of measures. Zbl 1420.60027
Shen, Jie; Shen, Yi; Wang, Bin; Wang, Ruodu
2019
Extreme at-the-money skew in a local volatility model. Zbl 1427.91279
Pigato, Paolo
2019
Risk sharing for capital requirements with multidimensional security markets. Zbl 1430.91032
Liebrich, Felix-Benedikt; Svindland, Gregor
2019
Forward transition rates. Zbl 1469.91057
Buchardt, Kristian; Furrer, Christian; Steffensen, Mogens
2019
Consumption, investment and healthcare with aging. Zbl 1411.91365
Guasoni, Paolo; Huang, Yu-Jui
2019
Some no-arbitrage rules under short-sales constraints, and applications to converging asset prices. Zbl 1411.91248
Coculescu, Delia; Jeanblanc, Monique
2019
On the free boundary of an annuity purchase. Zbl 1428.91015
De Angelis, Tiziano; Stabile, Gabriele
2019
Robust utility maximisation in markets with transaction costs. Zbl 1457.91356
Chau, Huy N.; Rásonyi, Miklós
2019
Finite-horizon optimal investment with transaction costs: construction of the optimal strategies. Zbl 1428.91016
Belak, Christoph; Sass, Jörn
2019
Multi-dimensional optimal trade execution under stochastic resilience. Zbl 1432.91103
Horst, Ulrich; Xia, Xiaonyu
2019
Robust bounds for the American put. Zbl 1411.91558
Hobson, David; Norgilas, Dominykas
2019
Minimax theorems for American options without time-consistency. Zbl 1430.91105
Belomestny, Denis; Hübner, Tobias; Krätschmer, Volker; Nolte, Sascha
2019
A multi-asset investment and consumption problem with transaction costs. Zbl 1484.91423
Hobson, David; Tse, Alex S. L.; Zhu, Yeqi
2019
Financial risk measures for a network of individual agents holding portfolios of light-tailed objects. Zbl 1426.91306
Klüppelberg, Claudia; Seifert, Miriam Isabel
2019
Dual utilities on risk aggregation under dependence uncertainty. Zbl 1426.91115
Wang, Ruodu; Xu, Zuo Quan; Zhou, Xun Yu
2019
Prospective strict no-arbitrage and the fundamental theorem of asset pricing under transaction costs. Zbl 1444.91216
Kühn, Christoph; Molitor, Alexander
2019
The microstructural foundations of leverage effect and rough volatility. Zbl 1410.91491
El Euch, Omar; Fukasawa, Masaaki; Rosenbaum, Mathieu
2018
Robust pricing-hedging dualities in continuous time. Zbl 1402.91789
Hou, Zhaoxu; Obłój, Jan
2018
Fatou property, representations, and extensions of law-invariant risk measures on general Orlicz spaces. Zbl 1401.91141
Gao, Niushan; Leung, Denny; Munari, Cosimo; Xanthos, Foivos
2018
Dynamic programming approach to principal-agent problems. Zbl 1391.91116
Cvitanić, Jakša; Possamaï, Dylan; Touzi, Nizar
2018
Time-consistent stopping under decreasing impatience. Zbl 1391.60086
2018
The Jacobi stochastic volatility model. Zbl 1402.91746
Ackerer, Damien; Filipović, Damir; Pulido, Sergio
2018
Optimal liquidation under stochastic liquidity. Zbl 1391.91164
Becherer, Dirk; Bilarev, Todor; Frentrup, Peter
2018
Chebyshev interpolation for parametric option pricing. Zbl 1402.91782
Gaß, Maximilian; Glau, Kathrin; Mahlstedt, Mirco; Mair, Maximilian
2018
Equilibrium returns with transaction costs. Zbl 1402.91666
Bouchard, Bruno; Fukasawa, Masaaki; Herdegen, Martin; Muhle-Karbe, Johannes
2018
Stability of Radner equilibria with respect to small frictions. Zbl 1416.91349
Herdegen, Martin; Muhle-Karbe, Johannes
2018
Shadow prices, fractional Brownian motion, and portfolio optimisation under transaction costs. Zbl 1396.91683
Czichowsky, Christoph; Peyre, Rémi; Schachermayer, Walter; Yang, Junjian
2018
An expansion in the model space in the context of utility maximization. Zbl 1396.91692
Larsen, Kasper; Mostovyi, Oleksii; Žitković, Gordan
2018
Dynamically consistent investment under model uncertainty: the robust forward criteria. Zbl 1416.91353
Källblad, Sigrid; Obłój, Jan; Zariphopoulou, Thaleia
2018
Replicating portfolio approach to capital calculation. Zbl 1396.91294
Cambou, Mathieu; Filipović, Damir
2018
No-arbitrage under a class of honest times. Zbl 1391.91166
Aksamit, Anna; Choulli, Tahir; Deng, Jun; Jeanblanc, Monique
2018
Risk measures based on behavioural economics theory. Zbl 1397.91606
Mao, Tiantian; Cai, Jun
2018
Non-implementability of Arrow-Debreu equilibria by continuous trading under volatility uncertainty. Zbl 1402.91284
Beissner, Patrick; Riedel, Frank
2018
Financial equilibrium with asymmetric information and random horizon. Zbl 1422.91799
Çetin, Umut
2018
A risk-neutral equilibrium leading to uncertain volatility pricing. Zbl 1422.91716
Muhle-Karbe, Johannes; Nutz, Marcel
2018
Correction to: Yield curve shapes and the asymptotic short rate distribution in affine one-factor models. Zbl 1396.91782
Keller-Ressel, Martin
2018
Convex duality in optimal investment and contingent claim valuation in illiquid markets. Zbl 1416.91358
Pennanen, Teemu; Perkkiö, Ari-Pekka
2018
Sensitivity analysis of long-term cash flows. Zbl 1416.91382
Park, Hyungbin
2018
Second order approximations for limit order books. Zbl 1416.91350
Horst, Ulrich; Kreher, Dörte
2018
Stochastic evolution equations in Banach spaces and applications to the Heath-Jarrow-Morton-Musiela equations. Zbl 1416.60064
Brzeźniak, Zdzisław; Kok, Tayfun
2018
Explosion in the quasi-Gaussian HJM model. Zbl 1423.60123
Pirjol, Dan; Zhu, Lingjiong
2018
On time-inconsistent stochastic control in continuous time. Zbl 1360.49013
Björk, Tomas; Khapko, Mariana; Murgoci, Agatha
2017
Hybrid scheme for Brownian semistationary processes. Zbl 1385.65010
Bennedsen, Mikkel; Lunde, Asger; Pakkanen, Mikko S.
2017
Risk bounds for factor models. Zbl 1443.91338
Bernard, Carole; Rüschendorf, Ludger; Vanduffel, Steven; Wang, Ruodu
2017
Alpha-CIR model with branching processes in sovereign interest rate modeling. Zbl 1378.91123
Jiao, Ying; Ma, Chunhua; Scotti, Simone
2017
Pathwise superreplication via Vovk’s outer measure. Zbl 1391.91153
Beiglböck, Mathias; Cox, Alexander M. G.; Huesmann, Martin; Perkowski, Nicolas; Prömel, David J.
2017
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### Cited by 6,653 Authors

 72 Siu, Tak Kuen 50 Bayraktar, Erhan 49 Wang, Ruodu 46 Elliott, Robert James 44 Madan, Dilip B. 39 Young, Virginia R. 36 Bouchard, Bruno 36 Muhle-Karbe, Johannes 36 Touzi, Nizar 34 Øksendal, Bernt Karsten 34 Platen, Eckhard 33 Yang, Hailiang 31 Jacquier, Antoine 31 Rásonyi, Miklós 31 Rüschendorf, Ludger 30 Benth, Fred Espen 30 Dolinsky, Yan 30 Hobson, David Graham 30 Kupper, Michael 30 Obloj, Jan K. 30 Schachermayer, Walter 29 Belomestny, Denis 28 Filipović, Damir 28 Jeanblanc, Monique 28 Rutkowski, Marek 28 Wong, Hoi Ying 27 Guasoni, Paolo 27 Kardaras, Constantinos 27 Soner, Halil Mete 26 Biagini, Francesca 26 Bo, Lijun 26 Gobet, Emmanuel 26 Jarrow, Robert Alan 26 Levendorskiĭ, Sergeĭ Zakharovich 26 Protter, Philip Elliott 26 Rudloff, Birgit 25 Eberlein, Ernst W. 25 Pham, Huyên 25 Schoenmakers, John G. M. 24 Hu, Yijun 24 Pascucci, Andrea 24 Schied, Alexander 23 Beiglböck, Mathias 23 Gapeev, Pavel V. 23 Leonenko, Nikolai N. 23 Mishura, Yuliya Stepanivna 23 Tankov, Peter 22 Balbás, Alejandro 22 Brigo, Damiano 22 Ekström, Erik 22 Kabanov, Yuriĭ Mikhaĭlovich 22 Kallsen, Jan 22 Sircar, Ronnie 22 Wang, Yongjin 22 Xiong, Dewen 22 Zeng, Yan 22 Zheng, Harry H. 21 Bielecki, Tomasz R. 21 Choulli, Tahir 21 Karatzas, Ioannis 21 Lépinette, Emmanuel 21 Meyer-Brandis, Thilo 21 Nutz, Marcel 21 Schoutens, Wim 21 Yuen, Kam Chuen 20 Barndorff-Nielsen, Ole Eiler 20 Campi, Luciano 20 Ferrari, Giorgio 20 Fukasawa, Masaaki 20 Jin, Zhuo 20 Linetsky, Vadim 20 Teichmann, Josef 19 Cui, Zhenyu 19 Figueroa-López, José E. 19 Fouque, Jean-Pierre 19 Larsson, Martin 19 Li, Zhongfei 19 Pistorius, Martijn R. 19 Puccetti, Giovanni 19 Sass, Jörn 19 Schweizer, Martin 19 Svindland, Gregor 19 Žitković, Gordan 18 Bender, Christian 18 Carr, Peter Paul 18 Ceci, Claudia 18 Cheridito, Patrick 18 Crepey, Stephane 18 Dassios, Angelos 18 Joshi, Mark S. 18 Korn, Ralf 18 Lorig, Matthew J. 18 Papapantoleon, Antonis 18 Riedel, Frank 18 Schmidt, Thorsten 18 Steffensen, Mogens 17 El Karoui, Nicole 17 Fontana, Claudio 17 Forsyth, Peter A. 17 Frittelli, Marco ...and 6,553 more Authors
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### Cited in 461 Journals

 438 International Journal of Theoretical and Applied Finance 430 Quantitative Finance 396 Finance and Stochastics 383 Insurance Mathematics & Economics 304 Stochastic Processes and their Applications 291 Mathematical Finance 226 The Annals of Applied Probability 217 SIAM Journal on Financial Mathematics 179 European Journal of Operational Research 176 Mathematics and Financial Economics 140 Applied Mathematical Finance 139 Stochastics 135 Journal of Computational and Applied Mathematics 122 Statistics & Probability Letters 121 Journal of Economic Dynamics & Control 117 Stochastic Analysis and Applications 104 Journal of Applied Probability 100 SIAM Journal on Control and Optimization 99 Scandinavian Actuarial Journal 79 Annals of Finance 78 Applied Mathematics and Optimization 74 Advances in Applied Probability 73 Annals of Operations Research 68 Journal of Mathematical Analysis and Applications 66 Communications in Statistics. Theory and Methods 65 Asia-Pacific Financial Markets 62 Mathematical Methods of Operations Research 61 Decisions in Economics and Finance 60 Journal of Econometrics 59 Methodology and Computing in Applied Probability 58 Applied Mathematics and Computation 53 Bernoulli 52 Journal of Mathematical Economics 52 Journal of Optimization Theory and Applications 51 Mathematics of Operations Research 50 ASTIN Bulletin 50 Review of Derivatives Research 46 Physica A 46 The Annals of Probability 41 North American Actuarial Journal 41 Journal of Industrial and Management Optimization 35 Stochastic Models 34 Chaos, Solitons and Fractals 33 Operations Research Letters 30 Operations Research 30 Mathematical Programming. Series A. Series B 30 Mathematical Problems in Engineering 28 Computers & Mathematics with Applications 27 Discrete Dynamics in Nature and Society 27 European Actuarial Journal 27 Probability, Uncertainty and Quantitative Risk 26 Journal of Economic Theory 26 Journal of Theoretical Probability 26 International Journal of Computer Mathematics 24 Theory of Probability and its Applications 24 Electronic Journal of Probability 23 Computational Statistics and Data Analysis 23 Mathematical Control and Related Fields 22 Journal of Multivariate Analysis 21 Lithuanian Mathematical Journal 21 Annales de l’Institut Henri Poincaré. Probabilités et Statistiques 21 Abstract and Applied Analysis 21 Statistics & Risk Modeling 20 Journal of Statistical Planning and Inference 20 Japan Journal of Industrial and Applied Mathematics 20 Applied Stochastic Models in Business and Industry 19 Acta Mathematicae Applicatae Sinica. English Series 19 Probability Theory and Related Fields 18 Monte Carlo Methods and Applications 18 Journal of Systems Science and Complexity 18 Computational Management Science 17 Stochastics and Dynamics 17 Science China. Mathematics 16 The Annals of Statistics 16 Optimization 16 Statistical Inference for Stochastic Processes 15 Automatica 15 Mathematics and Computers in Simulation 15 Electronic Journal of Statistics 15 International Journal of Stochastic Analysis 15 Dependence Modeling 14 Journal of Differential Equations 14 European Series in Applied and Industrial Mathematics (ESAIM): Control, Optimization and Calculus of Variations 14 Communications in Nonlinear Science and Numerical Simulation 13 Journal of Functional Analysis 13 International Journal of Approximate Reasoning 13 Electronic Communications in Probability 13 Econometric Theory 13 The ANZIAM Journal 13 Comptes Rendus. Mathématique. Académie des Sciences, Paris 13 Advances in Difference Equations 13 Journal of the Korean Statistical Society 13 European Series in Applied and Industrial Mathematics (ESAIM): Proceedings and Surveys 12 Nonlinear Analysis. Theory, Methods & Applications. Series A: Theory and Methods 12 Acta Applicandae Mathematicae 12 Mathematical and Computer Modelling 12 SIAM Journal on Optimization 12 Applied Mathematics. Series B (English Edition) 12 INFORMS Journal on Computing 12 Infinite Dimensional Analysis, Quantum Probability and Related Topics ...and 361 more Journals
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### Cited in 53 Fields

 6,072 Game theory, economics, finance, and other social and behavioral sciences (91-XX) 4,019 Probability theory and stochastic processes (60-XX) 1,092 Statistics (62-XX) 1,063 Systems theory; control (93-XX) 727 Numerical analysis (65-XX) 554 Operations research, mathematical programming (90-XX) 543 Calculus of variations and optimal control; optimization (49-XX) 401 Partial differential equations (35-XX) 126 Functional analysis (46-XX) 94 Ordinary differential equations (34-XX) 89 Integral equations (45-XX) 67 Real functions (26-XX) 61 Operator theory (47-XX) 49 Approximations and expansions (41-XX) 47 Computer science (68-XX) 44 Integral transforms, operational calculus (44-XX) 43 Statistical mechanics, structure of matter (82-XX) 32 Measure and integration (28-XX) 32 Harmonic analysis on Euclidean spaces (42-XX) 32 Biology and other natural sciences (92-XX) 28 Dynamical systems and ergodic theory (37-XX) 23 Information and communication theory, circuits (94-XX) 21 Convex and discrete geometry (52-XX) 20 Global analysis, analysis on manifolds (58-XX) 19 Special functions (33-XX) 17 Difference and functional equations (39-XX) 11 Combinatorics (05-XX) 9 General and overarching topics; collections (00-XX) 9 Number theory (11-XX) 7 Fluid mechanics (76-XX) 7 Quantum theory (81-XX) 6 Mathematical logic and foundations (03-XX) 6 Topological groups, Lie groups (22-XX) 6 Functions of a complex variable (30-XX) 6 General topology (54-XX) 5 Linear and multilinear algebra; matrix theory (15-XX) 5 Mechanics of particles and systems (70-XX) 5 Geophysics (86-XX) 4 Order, lattices, ordered algebraic structures (06-XX) 4 Differential geometry (53-XX) 4 Mechanics of deformable solids (74-XX) 4 Mathematics education (97-XX) 3 History and biography (01-XX) 3 Potential theory (31-XX) 3 Sequences, series, summability (40-XX) 3 Abstract harmonic analysis (43-XX) 3 Optics, electromagnetic theory (78-XX) 2 Classical thermodynamics, heat transfer (80-XX) 2 Relativity and gravitational theory (83-XX) 1 Nonassociative rings and algebras (17-XX) 1 Geometry (51-XX) 1 Algebraic topology (55-XX) 1 Manifolds and cell complexes (57-XX)