1668:. Similarly here, sources have already been listed and specific page references are easy to add. New content mentioned above is easy to summarise; but the explicit formulas with quotients of hypergeometric formulas need more care; similarly the Kummer case of the Riemann sphere and finite groups. It's not clear whether Stillwell's "Papers on Fuchsian Functions by Henri Poincaré" are available online — the reference is good for further reading/commentary.
40:
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the way things work here is that the edits undergo the natural selection: the good edits will survive while the bad edits get slaughtered. This applies to the editors as well; if someone keeps making unconstructive edits, he or she will be banned from editing
Knowledge. In other words, as long as you are being constructive to the project, you shouldn't get into trouble or if you do, other editors will get behind you. --
3279:. I read this from an article, which is cited in the entry. In the article it uses a specific scheme (a nodal curve) for demonstrating the counterexample but I found it works for general schemes (I might be wrong . Please tell me if so.) Please review this edit. Sorry in advance for this is my first edit on Knowledge so there might be guidelines or requirements that I'm not properly following. Thanks. --
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1495:. This content appears to me to be introductory preliminaries that would make sense to move elsewhere. The second is that he stopped right before the section where he talks about the Schwarz triangle function itself, instead of those preliminaries. So it seems to me that aside from a small amount of text I added, this article in its present state fails to address its topic at all!
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1690:. I was surprised not to see any images of (4,4,4), a tessellation by equilateral triangles with eight meeting at each vertex. It seems to be the most symmetrical (regular) tessellation of the hyperbolic plane. Do we not have any? Nor have I seen any of the related tiling by triangles with angles π/2, π/3, and π/8. Six of these make up one of the equilateral triangles.
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I guess it comes down to what you consider combinatorics, which is one of these categorization discussions that tend to be unsatisfying. It doesn't seem to be about counting things, and most "classic" combinatorics is in one way or another about counting things. I don't really consider graph theory
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The fact that there are generally no "list named after" sections in bio articles seems to indicate that people find a list distasteful (so we put it in a separate article). I should have said it’s a matter of aesthetic. Encyclopedic articles with long lists or tables are less preferred than texts, it
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you have stated that you know nothing about the area. But you have made a false assertion that is true by definition that any
Schwarz triangle automatically defines a tessellation. Caratheodory spends eight pages showing that the tessellation can be constructed in an elementary way, using a convexity
1361:. Editing of the draft seems to have stalled. I was going to return this back to being an article so it won't be forgotten, but I wanted to give folks a chance to do further cleanup or trim any parts that were unacceptable. Does anyone want to do that in the next few days, or is it good to go now? --
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You can call something a geometry or you can talk about geometry, the theory of geometric objects. You can call something an algebra or you can talk about algebra, the theory of algebraic structures. In the same way, you can say that something is structurally rigid, and call the property that it has
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Why do you think "combinatorial theory" is incorrect? This theory largely concerns itself with combinatorial structures (often graphs or matroids) describing which subsystems of a system of interlinked objects are rigid, and which aren't. (MV's answer above addresses the details of wording, but not
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article. However, I was surprised to see that there were absolutely no citations. I started to add some, however, I am still in high school and I have only just finished learning about trigonometry. Therefore my knowledge is limited and I could use some help from more experienced editors, like you,
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It's essentially a matter of appearance but having a not-so-short list is quite distracting. Also, the "See also" section is generally meant to list items that are not mentioned in the body of the article; in other words, the "See also" section is not meant to be comprehensive while lists are meant
2074:
Thank you your reply. When I added the "Cantor's theorem" to this page, the edit history was tagged as "Tag: Disambiguation links added", which seems useful when I accidentally type only with "Cantor's theorem". So, it might be better not to merge, because I missed it. Also, I agree with moving the
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As an aspiring mathematician, I'm sure my intention is to add correct explanations of the topic. Yet there are times where I might be wrong and thus requires review and correction. I hope my contributions are constructive enough so that I don't get banned. That being said I'm only an undergraduate
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Many math articles in
Knowledge lack a discussion of motivation. This is NOT because such mentions of motivations are superfluous but because no one has bothered to add such discussions. So, adding motivations is unequivocally welcome (assuming the correctness of course). As for editing Knowledge,
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I don't think it is a major issue one way or another; as far as I can see, the topic is combinatorial exactly in as much as it is at the intersection of discrete geometry and mechanics, so that it is justifiable but unnecessary to say. I am more dubious of the word "predicting" which seems overly
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I am not an expert on this topic and I'm reluctant to radically rework the article without consensus. Mathsci expressed disagreement with me on the article talk page, although has not started working on it again (and may not be able to given the medical issues mentioned earlier). I would really
2226:. The biography can have a section on major accomplishments, short enough so as not to overwhelm the article and also including the major accomplishments that happen not to be named after the subject, while a more comprehensive list can be linked at the start of the section. ——
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structural rigidity (although usually in this area more specific terms are used), while also talking about structural rigidity, the theory of structures that have this property. We don't need to tack on extra "theory" filler-words: "the theory of geometric theory". —
2983:: the theory is partly or even mainly about the combinatorics of the system. Although the word combinatorial does not appear below in the article, it does appear in that for most or all of the objects described in the Mathematics of Rigidity section. I do like
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majoring in mathematics so my understanding of a lot of things will definitely be insufficient. BTW I noticed the page about pro-etale site is not created so maybe I will spend some time on creating it next few days. Thank you all for the support! --
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That someone took the trouble to create this suggests that the bug that prevented it from being done properly in TeX code is still there. Is this a bug that it is hopeless to fix between now and the end of
Eternity? 15:30, 19 March 2022 (UTC)
2153:
Remind me again, what's the advantage of having these lists in separate articles versus having these as sections in the respective articles about
Lebesgue/Descartes/Cantor (where it seems they would be more likely to be accessed from anyway)?
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Curently, some definitions contain terms of the glossary that are linked to the corresponding article. I seems better to link them to the entry in the glossary. For example, in the entry "Dual space", the phrase "linear form" is linked to
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The problem with that draft is that it looks a bit original research. The article title "Analysis of vector-valued curves" doesn't seem a standard topic name in literature (The Google search returns none). I think it's more of a part of
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lists counting (05Axx) as only one of five major subdivisions of combinatorics, with graph theory (05Cxx) as another. Matroids are either under a third (05Bxx, Designs and configurations) or under 52-XX (convex and discrete geometry).
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to be a subfield of combinatorics — it's a separate are of discrete math that overlaps with combinatorics. That said, rigid boundaries between fields tend to be unhelpful, and I can see that this is at least combinatorics-adjacent. --
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I have moved the draft to mainspace (the afc judgment was wrong in my opinion). The disambig page isn’t really an encyclopedia article; it’s more of a navigation page. So, I don’t know if it is a good idea to merge the two pages. —-
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do, given the nature of the project and the tools we have to work with. We don't have the infrastructure for formal peer review, it's hard to tell who contributed what to any article, and plenty of us are pseudonymous anyway.
2015:
Although I don’t have a background in this area, the notability seems ok. There are also enough refs. As Lazard points out, the intro can be improved to give a better context. I would say it’s fine to move it to mainspace. —-
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with regular singular points at 0, 1 and ∞. There are several aspects: (a) the reduction to a 2nd order ODE, Euler integrals, hypergeometric power series and monodromy (Ince); (b) the geometric interpretation using the
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structural rigidity concerns itself with something. I expected to read that structural rigidity is a property of something, and that those things possessing that property are called structurally rigid things.
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Will someone please look at this draft and at the one listed above? They both look as if they were copied from a mathematics textbook. Should the submitters be asked whether this is a class exercise?
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and help to evaluate if it can go on to the mainspace? There at least three editors (including me, and the other two who have commented on the article directly) passing on evaluating the draft. Thanks!
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I didn't say I know nothing. I said I am not an expert. If I accidentally misstated the definition of a
Schwarz triangle somewhat, that does not change the fact that the page currently titled
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Ah. I completely missed that. I suppose "structural rigidity" does indeed sound like a property, though tacitly reading an unwritten "the study of" does not cause me much distress. --
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of guidelines and requirements, most of which make sense if you think about them from the right perspective. (I wrote a brief introduction to the most common
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Never mind. I realized that this is not higher math, and so I can review it myself, and I have declined it as reading like it was copied from a textbook.
2965:. Any combinatorics is a small part of it rather than anything major. The lead shouldn't say things that are completely absent in the body of the article.
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formalism; by SL(2,C)-invariance of "four-point functions", this reduces to a matrix-valued ODE and its monodromy properties, part of my expertise.
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and did some basic tidying-up and referencing. I think it would stand on its own in mainspace now, but it would have to be moved over a redirect.
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instead of to the entry "Linear form" of the glossary. I did this change for two occurrences of "basis", and this required to modify the entry
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I'd need convincing with good citations to mention combinatorics in the lead. It is not mentioned elsewhere in the article nor for instance in
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1381:. Maybe we just need to rename the draft to something like that. (The materials in the draft look legit so there is no need for deletion.) --
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Very good suggestions! I must confess that I don't really understand the issue with the anchors though - for instance, the internal link to
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No, it doesn't. I never had an issue with that. You are the one introducing that issue. Seem my comment addressed to David
Eppstein above.
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When I posted the above, it had never occurred to me that anyone might think I was expressing any qualms about the word "combinatorial."
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The unfinished article has two major problems. The first is that much of its content is redundant to other articles on
Knowledge such as
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Hello, I am a new editor on Knowledge! When I first started editing, the Knowledge algorithm suggested that I started referencing the
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I have moved them to mainspace. But please know you can also move them to mainspace; any editor with some editing history can. —-
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I am growing increasingly frustrated with your obstructiveness and unwillingness to cooperate with other editors on this topic.
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1320:. If there are other uses of "node" with this meaning (in numerical integration?), which article should the new entry link to?
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1949:'s English-language "Henri Poincaré: Papers on Fuchsian functions", which contains an excellent historical survey. Thanks,
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here. Needless to say, much that is indispensable to such a glossary is still missing. Any contributions very welcome!
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really the issue of whether this theory is combinatorial, which is what I interpreted your question as pointing to.) —
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Above I mentioned a matrix-valued ODE with regular singular points at 0, 1 and ∞. In 2008, I wrote content on the
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This change presents a problem however because scientific uses of these letters are also present in the list.
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I'll echo this -- many math articles are sorely lacking in this area and help is definitely appreciated. -
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is a triangle that can be used to tesselate a sphere, the plane, or hyperbolic space. Having a page called
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The links to dab pages that remain must be disambiguated (I did this, except for the entry "Vector space")
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You wrote "Why do you think "combinatorial theory" is incorrect? This theory largely concerns itself..."
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I found the following and thought maybe they've finally fixed a but in the way TeX code gets rendered:
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You'd have to look at Commons to find relevant images. I think I spent some time looking for examples.
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is still underdeveloped; it shouldn't just list items but list them with some short descriptions. ---
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IMO, there is nothing to keep in this draft. I have left a comment on the draft for explaining this.
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I strongly agree with Apocheir's suggestions for reworking the page (same comment left at talk page)
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I have qualms about the phrase "a combinatorial theory". What phrase ought to be there, if any?
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What about letters that have a special meaning when used in conjunction with an integer, e.g.,
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I did not suggest to put this in the "See also" section, but rather in a separate section.
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are important because in the limit they tend to the ideal triangle. If you want images for
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The image was already added to the article yesterday. The equilateral triangles with angle
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I added a paragraph on why lisse sheaves are necessary in place of local systems here:
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The glossary has been moved to mainspace! Thank you everyone for your contributions!
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2354:- Thank you. I thought so, but I'm a computer scientist, not a mathematician.
1639:(Caratheodory, Nehari, Hille); (c) the limiting case of the Farey tessellation,
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says that it concerns both counting and "properties of finite structures." The
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1430:. (Now that it has more refs, it should be able to survive in mainspace.) --
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to fully reference this incredibly important article. Thanks for your time
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It would certainly be much better if it were copied from a textbook. It is
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aspects of rigidity for predicting the flexibility of ensembles formed by
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and currently has a navigation box leading to the Wiktionary glossary.
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Draft:Polynomials calculating sums of powers of arithmetic progressions
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Good work. I support to move it in the main space. Some suggestions:
2001:(not sure that this is immediately clear, even for graph theorists).
2561:, because this reflects more accurately the content of the article.
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The theory concerns the 2 x 2 complex ordinary differential system
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seems to have worked before and after the corresponding change by
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Vector_(mathematics_and_physics)#Concepts_related_to_vector_spaces
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I strongly agree with Apocheir about Mathsci's move of the page
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Talk:List of linear algebra topics#Requested move 21 March 2022
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Talk:List of linear algebra topics#Requested move 21 March 2022
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Draft:Linear form for special categories of Pythagorean triples
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To Mathsci: Thank you for adding the missing image of (4,4,4).
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Knowledge:Requested_moves/Technical_requests#Technical_requests
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I cannot find a matching entry for this meaning of "node" in
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is a topic dealing with the flexibility of ensembles ..."?
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3067:"I guess it comes down to what you consider combinatorics"
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Interpolation provides a means of estimating the function
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that may be of interest to members of this WikiProject.
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that appear to genuinely belong to linear algebra to a
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specific. Maybe it could just say something like "...
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Asking for help with this one. The original author was
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for predicting the flexibility of ensembles formed by
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Meaning of "nodes" as special points in interpolation.
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Just to let people know that I have amalgamated the
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2478:{\displaystyle \mathbf {E} \cdot d\mathbf {A} .}
2264:Will someone please take a look at this draft?
2103:Draft:List of things named after René Descartes
2099:Draft:List of things named after Henri Lebesgue
1807:I strongly oppose this move. The definition of
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1647:(Ahlfors, Chandrasekharan, Hardy & Wright).
2720:Earliest Uses of Various Mathematical Symbols
2042:Draft:List of things named after Georg Cantor
1359:User:Mgkrupa/Analysis of vector-valued curves
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3039:largely concerns itself....?? Maybe the
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2171:List of things named after Georg Cantor
1929:). Care has to be taken not to confuse
1686:I looked at the article and the one on
88:
1379:calculus on a topological vector space
1323:There are only two interwiki links in
1255:articles containing node interpolation
18:Knowledge talk:WikiProject Mathematics
3388:WikiProject Mathematics archives/2022
2644:{\displaystyle \mathrm {H} _{n}(T,G)}
7:
1874:covers much of the same material as
1732:, please look for them on Commons.
2944:Mathematics Subject Classification
2616:
2493::{{oiint|preintegral=<math: -->
2105:be also move to the mainspace ? --
1499:appreciate another editor's view.
45:WikiProject Mathematics archives (
32:
2722:may be helpful for some of this.
2539:Latin letters used in mathematics
2530:Latin Letters used in Mathematics
2169:to be comprehensive. By the way,
2038:Cantor's theorem (disambiguation)
1977:Can a member here take a look at
1521:the page title has been moved to
1236:may be automatically archived by
3152:Draft:Glossary of linear algebra
2698:{\displaystyle \mathbb {R} ^{n}}
2659:
2510:This workaround is discussed in
2468:
2457:
2442:{\displaystyle {\scriptstyle S}}
2420:
2036:I would like to suggest merging
1786:Knizhnik-Zamolodchikov equations
1355:Analysis of vector-valued curves
38:
1658:Concerti grossi, Op. 3 (Handel)
1654:Concerti grossi, Op. 6 (Handel)
2638:
2626:
2534:Dear WikiProject Mathematics,
2496:{\scriptstyle S}</math: -->
1815:is redundant and amounts to a
1598:
1585:
1557:
1551:
1:
3175:List of linear algebra topics
2669:{\displaystyle \mathbf {T} 2}
1891:19:58, 27 February 2022 (UTC)
1872:Schwarz triangle tessellation
1866:02:46, 26 February 2022 (UTC)
1844:23:06, 25 February 2022 (UTC)
1829:23:04, 25 February 2022 (UTC)
1813:Schwarz triangle tessellation
1802:22:14, 25 February 2022 (UTC)
1778:18:58, 25 February 2022 (UTC)
1756:22:18, 26 February 2022 (UTC)
1742:22:07, 26 February 2022 (UTC)
1714:21:25, 25 February 2022 (UTC)
1700:21:48, 26 February 2022 (UTC)
1678:14:24, 25 February 2022 (UTC)
1633:Schwarz triangle tessellation
1523:Schwarz triangle tessellation
1509:01:05, 25 February 2022 (UTC)
1426:I have requested the move at
3177:, which should really be at
1935:(Coxeter-type diagrams) and
1919:"Groupes et Algèbres de Lie"
1271:between and beyond the nodes
2870:is a theory describing the
2736:Thank you for this source!
2372:Elaborate code for notation
3404:
3371:08:38, 29 March 2022 (UTC)
3356:02:37, 27 March 2022 (UTC)
3336:11:24, 26 March 2022 (UTC)
3321:03:36, 26 March 2022 (UTC)
3289:02:49, 26 March 2022 (UTC)
3261:20:31, 28 March 2022 (UTC)
3247:21:36, 25 March 2022 (UTC)
3225:17:57, 25 March 2022 (UTC)
3191:15:55, 25 March 2022 (UTC)
3171:Glossary of linear algebra
3146:18:36, 28 March 2022 (UTC)
3110:18:32, 25 March 2022 (UTC)
3095:18:23, 25 March 2022 (UTC)
3080:17:36, 25 March 2022 (UTC)
3054:17:32, 25 March 2022 (UTC)
3021:12:05, 24 March 2022 (UTC)
2997:12:02, 24 March 2022 (UTC)
2975:10:56, 24 March 2022 (UTC)
2957:22:46, 23 March 2022 (UTC)
2934:22:37, 23 March 2022 (UTC)
2918:20:11, 23 March 2022 (UTC)
2902:20:05, 23 March 2022 (UTC)
2845:17:40, 25 March 2022 (UTC)
2808:19:36, 23 March 2022 (UTC)
2746:14:49, 24 March 2022 (UTC)
2732:01:16, 24 March 2022 (UTC)
2715:21:33, 23 March 2022 (UTC)
2599:14:49, 24 March 2022 (UTC)
2585:20:30, 23 March 2022 (UTC)
2571:20:26, 23 March 2022 (UTC)
2552:18:27, 23 March 2022 (UTC)
2524:15:56, 19 March 2022 (UTC)
2364:16:19, 17 March 2022 (UTC)
2347:17:31, 16 March 2022 (UTC)
2332:16:09, 16 March 2022 (UTC)
2307:17:46, 16 March 2022 (UTC)
2289:05:16, 13 March 2022 (UTC)
2274:05:11, 13 March 2022 (UTC)
2250:22:06, 15 March 2022 (UTC)
2236:07:59, 14 March 2022 (UTC)
2212:07:38, 14 March 2022 (UTC)
2197:03:54, 14 March 2022 (UTC)
2183:12:54, 12 March 2022 (UTC)
2164:19:09, 10 March 2022 (UTC)
2141:07:07, 10 March 2022 (UTC)
2075:draft to the mainspace. --
1527:Schwarz triangle function
3363:Fourier-Deligne Transgirl
3281:Fourier-Deligne Transgirl
3179:Outline of linear algebra
2575:That seems reasonable. --
2495:|intsubscpt=<math: -->
2494:4\pi k Q = </math: -->
2222:It's a good use case for
2115:23:40, 7 March 2022 (UTC)
2085:07:28, 7 March 2022 (UTC)
2070:04:40, 7 March 2022 (UTC)
2054:02:40, 7 March 2022 (UTC)
2026:04:45, 7 March 2022 (UTC)
2011:09:31, 6 March 2022 (UTC)
1992:08:05, 6 March 2022 (UTC)
1959:16:11, 2 March 2022 (UTC)
1465:Schwarz triangle function
1458:08:11, 2 March 2022 (UTC)
1440:08:09, 2 March 2022 (UTC)
1421:22:55, 1 March 2022 (UTC)
1391:08:06, 2 March 2022 (UTC)
1371:21:21, 1 March 2022 (UTC)
1341:18:40, 1 March 2022 (UTC)
2754:"a combinatorial theory"
2497:|integrand=<math: -->
2413:{\displaystyle 4\pi kQ=}
1405:this deletion discussion
3173:currently redirects to
2224:Knowledge:Summary style
1641:modular lambda function
1525:and the application to
1312:I am in doubt, because
3294:Welcome! Knowledge is
3161:with those terms from
3129:
2888:
2878:connected by flexible
2796:
2786:connected by flexible
2699:
2670:
2645:
2479:
2443:
2414:
2376:In the article titled
2240:Makes sense. Thanks.
1907:
1620:
1293:
1292:{\displaystyle x=2.5.}
1239:Lowercase sigmabot III
3128:
2856:
2764:
2700:
2671:
2646:
2480:
2444:
2415:
1903:
1629:Schwarzian derivative
1621:
1294:
1263:Interpolation#Example
2780:combinatorial theory
2680:
2655:
2611:
2453:
2429:
2392:
1538:
1409:Draft:Ruler function
1398:Draft:Ruler function
1277:
3009:structural rigidity
2963:Flexible polyhedron
2868:structural rigidity
2776:structural rigidity
2760:Structural rigidity
2758:Our article titled
3130:
3118:Requested move at
2695:
2666:
2641:
2475:
2439:
2437:
2410:
1979:Draft:Flag algebra
1972:Draft:Flag algebra
1945:. Please see also
1908:
1616:
1289:
1273:, for example, at
3354:
2860:discrete geometry
2768:discrete geometry
2489:Here's the code:
1688:Schwarz triangles
1662:Clavier-Übung III
1637:automorphic forms
1257:except, however,
1246:
1245:
95:Nov 2002–Dec 2003
3395:
3344:
3302:.) For example,
3066:
3031:
2900:
2835:
2828:
2704:
2702:
2701:
2696:
2694:
2693:
2688:
2675:
2673:
2672:
2667:
2662:
2650:
2648:
2647:
2642:
2625:
2624:
2619:
2485:
2484:
2482:
2481:
2476:
2471:
2460:
2449:
2448:
2446:
2445:
2440:
2438:
2424:
2423:
2419:
2417:
2416:
2411:
2380:
2202:seems to me. —-
2097:By the way, can
1876:Schwarz triangle
1854:
1809:Schwarz triangle
1730:Schwarz triangle
1727:
1721:
1625:
1623:
1622:
1617:
1609:
1608:
1575:
1574:
1550:
1549:
1520:
1493:Schwarz triangle
1304:at intermediate
1298:
1296:
1295:
1290:
1241:
1225:
66:
59:
52:
42:
34:
3403:
3402:
3398:
3397:
3396:
3394:
3393:
3392:
3378:
3377:
3273:
3155:
3123:
3060:
3025:
2890:
2829:
2822:
2756:
2683:
2678:
2677:
2653:
2652:
2614:
2609:
2608:
2532:
2451:
2450:
2427:
2426:
2425:
2421:
2390:
2389:
2388:
2378:
2374:
2356:Robert McClenon
2324:Robert McClenon
2319:
2281:Robert McClenon
2266:Robert McClenon
2262:
2034:
1975:
1848:
1723:
1719:
1666:Clavier-Übung I
1645:theta constants
1597:
1563:
1541:
1536:
1535:
1514:
1468:
1401:
1348:
1302:(as opposed to
1275:
1274:
1251:
1237:
1226:
1220:
1211:
1097:
87:
86:
73:
70:
30:
29:
28:
12:
11:
5:
3401:
3399:
3391:
3390:
3380:
3379:
3376:
3375:
3374:
3373:
3358:
3323:
3272:
3269:
3268:
3267:
3266:
3265:
3264:
3263:
3214:
3213:
3212:
3200:
3154:
3149:
3122:
3116:
3115:
3114:
3113:
3112:
3102:David Eppstein
3069:
3068:
3057:
3056:
3034:
3033:
3028:David Eppstein
3004:
3003:
3002:
3001:
3000:
2999:
2989:Russ Woodroofe
2981:David Eppstein
2959:
2949:David Eppstein
2910:David Eppstein
2905:
2904:
2852:
2851:
2850:
2849:
2848:
2847:
2825:David Eppstein
2810:
2755:
2752:
2751:
2750:
2749:
2748:
2717:
2692:
2687:
2665:
2661:
2640:
2637:
2634:
2631:
2628:
2623:
2618:
2605:
2603:
2602:
2601:
2587:
2531:
2528:
2527:
2526:
2503:
2502:
2500:
2487:
2486:
2474:
2470:
2466:
2463:
2459:
2436:
2409:
2406:
2403:
2400:
2397:
2386:
2373:
2370:
2369:
2368:
2367:
2366:
2318:
2313:
2312:
2311:
2310:
2309:
2261:
2256:
2255:
2254:
2253:
2252:
2228:David Eppstein
2220:
2219:
2218:
2217:
2216:
2215:
2214:
2150:
2149:
2148:
2147:
2146:
2145:
2144:
2143:
2122:
2121:
2120:
2119:
2118:
2117:
2090:
2089:
2088:
2087:
2033:
2030:
2029:
2028:
2013:
1997:This is about
1974:
1969:
1968:
1967:
1966:
1965:
1964:
1963:
1962:
1961:
1947:John Stillwell
1905:John Stillwell
1898:
1897:
1896:
1895:
1894:
1893:
1879:
1805:
1804:
1790:vertex algebra
1781:
1780:
1766:
1765:
1764:
1763:
1762:
1761:
1760:
1759:
1758:
1681:
1680:
1649:
1648:
1615:
1612:
1607:
1604:
1600:
1596:
1593:
1590:
1587:
1584:
1581:
1578:
1573:
1570:
1566:
1562:
1559:
1556:
1553:
1548:
1544:
1531:
1530:
1467:
1462:
1461:
1460:
1446:Ruler function
1442:
1400:
1395:
1394:
1393:
1347:
1344:
1329:
1328:
1325:de:Stützstelle
1321:
1300:
1299:
1288:
1285:
1282:
1253:There are 172
1250:
1247:
1244:
1243:
1231:
1228:
1227:
1222:
1218:
1216:
1213:
1212:
1210:
1209:
1154:
1098:
1096:
1095:
1040:
985:
930:
875:
820:
765:
710:
655:
600:
545:
490:
435:
380:
325:
270:
215:
160:
105:
84:
83:
82:
79:
78:
75:
74:
69:
68:
61:
54:
46:
43:
37:
31:
15:
14:
13:
10:
9:
6:
4:
3:
2:
3400:
3389:
3386:
3385:
3383:
3372:
3368:
3364:
3359:
3357:
3352:
3348:
3343:
3339:
3338:
3337:
3333:
3329:
3324:
3322:
3318:
3314:
3309:
3305:
3301:
3297:
3293:
3292:
3291:
3290:
3286:
3282:
3278:
3270:
3262:
3258:
3254:
3250:
3249:
3248:
3244:
3240:
3236:
3235:User:D.Lazard
3232:
3228:
3227:
3226:
3222:
3218:
3215:
3210:
3206:
3201:
3198:
3197:
3195:
3194:
3193:
3192:
3188:
3184:
3180:
3176:
3172:
3168:
3164:
3160:
3153:
3150:
3148:
3147:
3143:
3139:
3135:
3127:
3121:
3117:
3111:
3107:
3103:
3098:
3097:
3096:
3092:
3088:
3084:
3083:
3082:
3081:
3077:
3073:
3072:Michael Hardy
3064:
3058:
3055:
3051:
3047:
3046:Michael Hardy
3042:
3038:
3029:
3023:
3022:
3018:
3014:
3010:
2998:
2994:
2990:
2986:
2982:
2978:
2977:
2976:
2972:
2968:
2964:
2960:
2958:
2954:
2950:
2945:
2941:
2940:combinatorics
2937:
2936:
2935:
2931:
2927:
2922:
2921:
2920:
2919:
2915:
2911:
2903:
2898:
2894:
2887:
2885:
2881:
2877:
2873:
2872:combinatorial
2869:
2865:
2861:
2854:
2853:
2846:
2842:
2838:
2837:Michael Hardy
2833:
2826:
2820:
2817:
2816:
2815:
2814:
2813:
2812:
2811:
2809:
2805:
2801:
2800:Michael Hardy
2795:
2793:
2789:
2785:
2781:
2777:
2773:
2769:
2763:
2762:begins thus:
2761:
2753:
2747:
2743:
2739:
2735:
2734:
2733:
2729:
2725:
2721:
2718:
2716:
2712:
2708:
2690:
2663:
2635:
2632:
2629:
2621:
2606:
2604:
2600:
2596:
2592:
2588:
2586:
2582:
2578:
2574:
2573:
2572:
2568:
2564:
2560:
2556:
2555:
2554:
2553:
2549:
2545:
2540:
2535:
2529:
2525:
2521:
2517:
2513:
2509:
2508:
2507:
2501:
2492:
2491:
2490:
2472:
2464:
2461:
2434:
2407:
2404:
2401:
2398:
2395:
2387:
2385:
2384:
2383:
2381:
2371:
2365:
2361:
2357:
2353:
2352:User:D.Lazard
2350:
2349:
2348:
2344:
2340:
2336:
2335:
2334:
2333:
2329:
2325:
2317:
2314:
2308:
2304:
2300:
2296:
2292:
2291:
2290:
2286:
2282:
2278:
2277:
2276:
2275:
2271:
2267:
2260:
2257:
2251:
2247:
2243:
2239:
2238:
2237:
2233:
2229:
2225:
2221:
2213:
2209:
2205:
2200:
2199:
2198:
2194:
2190:
2186:
2185:
2184:
2180:
2176:
2172:
2167:
2166:
2165:
2161:
2157:
2152:
2151:
2142:
2138:
2134:
2130:
2129:
2128:
2127:
2126:
2125:
2124:
2123:
2116:
2112:
2108:
2104:
2100:
2096:
2095:
2094:
2093:
2092:
2091:
2086:
2082:
2078:
2073:
2072:
2071:
2067:
2063:
2058:
2057:
2056:
2055:
2051:
2047:
2043:
2039:
2031:
2027:
2023:
2019:
2014:
2012:
2008:
2004:
2000:
1996:
1995:
1994:
1993:
1989:
1985:
1980:
1973:
1970:
1960:
1956:
1952:
1948:
1944:
1940:
1939:
1934:
1933:
1928:
1924:
1920:
1916:
1915:
1914:
1913:
1912:
1911:
1910:
1909:
1906:
1902:
1892:
1888:
1884:
1880:
1877:
1873:
1869:
1868:
1867:
1863:
1859:
1852:
1847:
1846:
1845:
1841:
1837:
1833:
1832:
1831:
1830:
1826:
1822:
1818:
1814:
1810:
1803:
1799:
1795:
1791:
1787:
1783:
1782:
1779:
1775:
1771:
1767:
1757:
1753:
1749:
1745:
1744:
1743:
1739:
1735:
1731:
1726:
1717:
1716:
1715:
1711:
1707:
1703:
1702:
1701:
1697:
1693:
1689:
1685:
1684:
1683:
1682:
1679:
1675:
1671:
1667:
1663:
1659:
1655:
1651:
1650:
1646:
1642:
1638:
1634:
1630:
1613:
1610:
1605:
1602:
1594:
1591:
1588:
1582:
1579:
1576:
1571:
1568:
1564:
1560:
1554:
1542:
1533:
1532:
1528:
1524:
1518:
1513:
1512:
1511:
1510:
1506:
1502:
1496:
1494:
1489:
1487:
1483:
1480:
1477:
1473:
1466:
1463:
1459:
1455:
1451:
1447:
1443:
1441:
1437:
1433:
1429:
1425:
1424:
1423:
1422:
1418:
1414:
1410:
1406:
1399:
1396:
1392:
1388:
1384:
1380:
1375:
1374:
1373:
1372:
1368:
1364:
1360:
1356:
1352:
1345:
1343:
1342:
1338:
1334:
1326:
1322:
1319:
1315:
1314:
1313:
1310:
1308:
1307:
1286:
1283:
1280:
1272:
1268:
1267:
1266:
1264:
1260:
1259:Interpolation
1256:
1248:
1240:
1235:
1230:
1229:
1215:
1214:
1208:
1204:
1200:
1196:
1192:
1188:
1184:
1180:
1176:
1172:
1168:
1164:
1160:
1159:
1155:
1153:
1149:
1145:
1141:
1137:
1133:
1129:
1125:
1121:
1117:
1113:
1109:
1105:
1104:
1100:
1099:
1094:
1090:
1086:
1082:
1078:
1074:
1070:
1066:
1062:
1058:
1054:
1050:
1046:
1045:
1041:
1039:
1035:
1031:
1027:
1023:
1019:
1015:
1011:
1007:
1003:
999:
995:
991:
990:
986:
984:
980:
976:
972:
968:
964:
960:
956:
952:
948:
944:
940:
936:
935:
931:
929:
925:
921:
917:
913:
909:
905:
901:
897:
893:
889:
885:
881:
880:
876:
874:
870:
866:
862:
858:
854:
850:
846:
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85:Earlier years
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3274:
3271:l-adic sheaf
3156:
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2938:Our article
2906:
2876:rigid bodies
2867:
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2784:rigid bodies
2775:
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1999:graph theory
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1936:
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1351:User:MarkH21
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103:Sep–Dec 2004
99:Jan–Aug 2004
44:
3205:Linear form
2985:Mark viking
2979:Agree with
2893:Mark viking
2107:SilverMatsu
2077:SilverMatsu
2046:SilverMatsu
1984:– robertsky
1917:Bourbaki's
3313:XOR'easter
2724:XOR'easter
1413:XOR'easter
91:Motivation
3087:Trovatore
3063:Trovatore
3041:theory of
2926:Trovatore
2864:mechanics
2855:Perhaps:
2832:Trovatore
2772:mechanics
2738:Kabiryani
2591:Kabiryani
2577:Trovatore
2544:Kabiryani
2242:PatrickR2
2189:PatrickR2
2156:PatrickR2
1943:WP:NORUSH
1748:JRSpriggs
1692:JRSpriggs
1333:Rainald62
3382:Category
3253:Felix QW
3239:Felix QW
3217:D.Lazard
3183:Felix QW
3138:Favonian
3013:Gumshoe2
2967:NadVolum
2880:linkages
2788:linkages
2563:D.Lazard
2516:D.Lazard
2339:D.Lazard
2299:D.Lazard
2003:D.Lazard
1883:Apocheir
1851:Apocheir
1836:Gumshoe2
1821:Apocheir
1817:WP:CFORK
1770:Gumshoe2
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1501:Apocheir
1482:contribs
1261:itself.
24: |
20: |
2032:merge ?
1951:Mathsci
1938:a proof
1927:Vinberg
1858:Mathsci
1794:Mathsci
1734:Mathsci
1706:Mathsci
1670:Mathsci
1664:--: -->
1472:Mathsci
1234:15 days
22:Archive
2884:hinges
2792:hinges
1932:a list
1363:Beland
1353:moved
1306:points
3209:Basis
3035:This
2778:is a
2295:WP:OR
2040:into
1925:(and
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3367:talk
3332:talk
3328:Taku
3317:talk
3300:here
3296:full
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3221:talk
3187:talk
3142:talk
3106:talk
3091:talk
3076:talk
3050:talk
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2328:talk
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2246:talk
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2204:Taku
2193:talk
2179:talk
2175:Taku
2160:talk
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2133:Taku
2111:talk
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2066:talk
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2050:talk
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2018:Taku
2007:talk
1988:talk
1955:talk
1923:Tits
1887:talk
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1840:talk
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1432:Taku
1417:talk
1403:Via
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1367:talk
1337:talk
1318:Node
1309:).
1287:2.5.
1158:2024
1103:2023
1044:2022
989:2021
934:2020
879:2019
824:2018
769:2017
714:2016
659:2015
604:2014
549:2013
494:2012
439:2011
384:2010
329:2009
274:2008
219:2007
164:2006
109:2005
26:2022
3308:can
2882:or
2858:In
2790:or
2766:In
2499:}}
1819:. -
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1203:Nov
1199:Oct
1195:Sep
1191:Aug
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1167:Feb
1163:Jan
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1148:Nov
1144:Oct
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1136:Aug
1132:Jul
1128:Jun
1124:May
1120:Apr
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1108:Jan
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1089:Nov
1085:Oct
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1038:Dec
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1010:May
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1002:Mar
998:Feb
994:Jan
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967:Aug
963:Jul
959:Jun
955:May
951:Apr
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924:Nov
920:Oct
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912:Aug
908:Jul
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896:Apr
892:Mar
888:Feb
884:Jan
873:Dec
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865:Oct
861:Sep
857:Aug
853:Jul
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841:Apr
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833:Feb
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814:Nov
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763:Dec
759:Nov
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735:May
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727:Mar
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645:Oct
641:Sep
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