2013:. Our time would be better spent improving the text than futzing about with new sidebars. I'll echo the sentiment above that an article can in general have more than one audience, which makes for hard writing. Moreover, this is one way that we differ from textbooks: a typical textbook is made with an audience in mind and a sense of where in the curriculum it's going to be used. Another difference alluded to above is that textbooks are generally sequential, rather than "random-access". The standard approach in teaching a course is to begin at the beginning of the book and work through the chapters pretty much in the order they're printed, maybe not getting all the way to the end. The challenges of writing well in that style are going to be different than the challenges of writing well on this platform, just by the nature of the platform itself. My sense of the overall situation is that the top priority for some articles, like short ones on highly specialized upper-level topics, should be to expand, organize, and reference them. A lot of improvement in those corners of the encyclopedia would involve writing at a similar level to what the existing text presumes, but just being less half-ass about it. In other places, the top priority ought to be providing a solid opening.
1939:). And we need the later parts of our article to be usable by people who do understand the material already but want to refer to it anyway as reference material, as a quick reminder of what they already know, or as a collection of pointers to more in-depth literature to use as references for other works. Writing articles that can be used for all these purposes is even more effort, and is something typically not appreciated by readers at a different level who either think the material is too technical or too oversimplified. —
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2080:: It is wrong that the definition of distributions is not given in the lead. It is clearly explained that distributions are linear forms on the infinitely differential functions with compact support, and that a function can be considered as a distribution by integrating the product of the function with infinitely differential functions with compact support. This is a complete and accurate definition.
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to make improvements. If the subject gets discussed somewhere I see it, e.g. at this wikiproject talk page, I'm happy to give some effort to working on accessibility of subjects that I feel nominally competent to write about. (Or if that seems too off topic for here, I'd be happy to discuss such cases at some other venue.) As one example, someone recently mentioned on the talk page of
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involves collaborating with other
Wikipedians to settle on something that is precise enough for a specialist audience while also being as broadly legible as practical to a wider audience. There are hard choices to make about inter- and intra-article organization, tone, emphasis, level of detail, etc. If you want to pick an article or cluster of articles and get to work,
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1467:. I wouldn't worry about the category, but you can certainly write articles like this if they don't exist, so long as the content is based on published sources (in more obscure cases the history of names and conventions may not have been directly written about). For details up through the 19th century, you could start by reading
2371:
Yes, there is plenty of agreement that we should try to work on this. But it's a huge amount of difficult work researching, synthesizing, writing, drawing or soliciting diagrams, and making decisions and compromises; it takes both mathematical subject knowledge and writing skill/taste; and ideally it
2356:
of short glosses may be ok. In others, a more jargon-free choice of wording may be a better choice. In the case in question, explaining that a lemniscate is an algebraic curve studied by
Bernoulli would not help. All we really need to say is that curves that cross themselves, like a figure 8, are not
2351:
Adding parenthetical phrases (short pieces of text that distract from the main sentence (a complete thought, usually formatted with a capital starting letter and ending with a period) by separating pieces of it by long distances from other pieces) can make text harder to read. Using unfamiliar jargon
2031:
It has always been thus, as I know from the day I joined the project in 2007. Knowledge is not a textbook, and this is particularly stark in advanced mathematics articles... but we should – and often do – strive to make mathematics articles as accessible as possible to the dedicated reader, by making
2336:
Non-rhetorical question: don't most of you find yourself with the same problem when you try to read a
Knowledge math article outside of your own specific field? Because last week in Toronto, when we were discussing this in a room where probably half the people had STEM degrees, most of us at least a
2332:
These are trivial examples, but I'm picking them because I think everyone reading this can presumably understand them. This sort of thing drives me up a wall when I try to read
Knowledge articles about math topics where I certainly have a background that should suffice to read a well-written article
2098:
To be clear, the reason I didn't understand that the definition of distribution wasn't in the lede was that I didn't scroll all the way down to the last paragraph to find it. It's a little embarrassing that my statement turned out not to be true, but I think the example is still relevant in that the
1934:
This is written as if there can and should be only one audience for each mathematics article, someone ready for the material who does not yet understand it. This is untrue. That is one kind of audience, but not the only one. We need the leads of our article to be readable by someone who is not ready
1734:
It's hard to argue with the general goal or the first two points. The third point, about prerequisites, has been proposed many times and shot down every time. In essence, the counter-argument seems to be: The prerequisites are already encoded into the links, and anything that does much more than the
1444:
and it occurred to me that the question oi whether to include zero was pat of a more general issue. There are many fields of
Mathematics where different nomenclatures have existed, either over time or concurrently, and that articles on the evolution of nomenclature, including sign conventions, might
4401:
We should start with a dedicated article about Book 3 of Euclid. Ideally we'd also have dedicated articles about Book I (parallelograms / affine geometry), Book II ("quadrature"), Book V (proportions), Book VI (similarity), Books VII–IX (number theory), Book X (incommensurable lines), Books XI–XIII
1868:
style
Micropedia to the Macropedia that is the rest of the article. If you try to compress the rest of the article into the introduction, and then summarize the introduction into its first paragraph, the information density becomes ridiculous; and this is partly the cause of articles that end up as
1799:
I personally find throwing "maintenance templates" on tops of articles to be obnoxious and almost entirely useless. However, it would be nice if confused readers would take the time to start a talk page conversation with a concrete critique when they have an issue like this, so that someone can try
4576:
Also, I think it would be good to have an article about how to factor an integer. I remember a journal article with that title decades ago. Also, Knuth, volume 2, § 4.5.4 goes through a process, but it is out of date. He first does trial factorization and then switches to Fermat's method, which
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about making changes, with the understanding that your changes might be disputed or reverted, so you are likely to need to engage in sometimes frustrating discussions and do more meta-work than typical when writing for yourself. If you get stuck or need help or feedback, you can recruit volunteers
4617:
into a "howto". What we have now is mostly a list of wikilinks to various methods with no explanation or context. A novice reader of the integer factorization page (say a high school student) isn't going to get much out of it, even if integer factorization is relevant to one of their interests or
2121:
OK: let me be more concrete. Does anyone think my example above about adding a parenthetical phrase to explain "lemniscates" is not the sort of thing that makes an article more useful? Can it really be better to make someone click through to get a concept we can explain pretty well in a couple of
2054:
has a long lede that attempts many times to give the reader an intuitive idea of what distributions are, without ever actually saying explicitly what they are. It is not informative at all. One has to dig down quite considerably to learn anything on this page. The problem is hardly unique to that
1927:
Have in mind who your audience is. You aren't writing to show your professor that you understand the material. You are writing to teach the material to someone who is at the level in mathematics to be able to understand the relevant concept, theorem, etc., but to whom this particular material is
1670:
Have in mind who your audience is. You aren't writing to show your professor that you understand the material. You are writing to teach the material to someone who is at the level in mathematics to be able to understand the relevant concept, theorem, etc., but to whom this particular material is
4790:
Something like that, but not just a list of factoring algorithms, but something to give guidelines about what should be used and when. I don't have a reference for this, but, unless you know that there are no small factors, I always start with some trial division. Sometimes trial division is
1963:
This is more a question of organization than level of difficulty. I've never come up with the perfect way of expressing it, but maybe -- we want to be random-access rather than serial? We're not presenting an order in which you're supposed to learn the material. We want to make the material
2049:
then it just can't be that the lede should be "broadly comprehensible" by appealing to intuition and lacking rigor. No one ever learned a mathematical concept without seeing its actual definition, or something very close to it. This is exemplified by many analysis articles on WP nowadays. For
1679:
is a great example of getting this right. Note, in particular, that it does not even touch upon arithmetization of syntax, perhaps the most striking feature of Gödel's proof. Why? Because it's not an article about the proof, it's an article about the theorem, and someone with only a moderate
1922:
I am very strongly in favor of putting in the effort to make our articles as accessible as possible. But it is significant effort, and not the kind of effort that mathematics students are often well-trained in. That said, the original post has a serious inaccuracy in its framing. It writes:
1665:
this last weekend, it came up that a lot of us, even those with degrees in mathematics, find the bulk of en-wiki's math articles among the least penetrable on the site, even when compared against other STEM topics. There were a few constructive suggestions (I'm paraphrasing, of course):
2058:
I think Gödel's incompleteness theorem(s) is a bad example. This is a topic which has great significance in popular mathematics and about which much philosophy, etc. has been written. It is accurate to the RS to present it as that article does. The same is not true of most math topics.
4791:
enough. But after a certain number of small factors have been checked, do a primality test on what remains. (And you may want to do a primality test right after some factors have been found.) If it is composite, then what you do next depends on how large the remaining number is.
2083:
If some readers do not recognize this as a definition, it is probably because passing from functions to distributions is a fundamental change of paradigm that requires some work to be well understood. Probably, the lead could be improved on this point, but this is not an easy task.
3273:
wasn't very inspiring, and definitely needed some help. I haven't looked super closely but at least it doesn't seem to be getting worse. It wouldn't be bad to have some more group effort go into organizing and fleshing out the article though, if anyone else wants to dive in there.
4649:
I would want some reference on which to base such an article. Something like try trial division up to some point, and if that fails to completely factor it, do a primality test on what remains. If it is composite, then try to factor it with method X. etc.
1988:
template, but in the end it sounds like a gimmick: one more thing to have to maintain, and one more way that complicated relationships get flattened for the sake of having a box in the sidebar. It's rather like the "influenced" and "influenced by" items in
1765:
could be abused. There's a difference between leaving out detail, and saying things that aren't true. We should never oversimplify to the point that what we're saying isn't true, at least not without an explicit warning that that's what's
1769:
That's the vexing thing about these discussions. On the one hand, it's definitely true that many math articles are written in a way that makes them much less useful than they could be. On the other hand, we see people throwing drive-by
1701:. The idea would be to list, up front of either a section or of the article as whole, the concepts you need to understand the article, instead of having the reader discover them as they encounter links scattered through the article. E.g.
4662:, by Wagstaff, page 247 gives several tips. It also says that the Quadratic Sieve is best for numbers with 50-100 digits and the Number Field Sieve is best for numbers with more than 100 digits. At least that should go in the
1265:. Any suggestions? To be precise I am only adding links to articles that are mainly about history (usually titled "History of", "Timeline of", "Chronology of"). I am not adding articles that have a history section like
4826:
7. when a factor is discovered, check it for primality. Use the BPSW test. If you need to prove a number to be prime, use the
Elliptic Curve Prime Proving method, or if you can factor p-1, use one of those methods.
1780:
templates on articles that are written quite reasonably for any audience that has the background necessary to have a chance at the inherent subject matter. And there's a contingent that even thinks it's OK to tell
1417:, is it possible to change the modern template reference? There was a hidden comment, stating that there were a few errors or bugs about the appearance of references, along with the discussion from a long time ago
3160:
Funny story about that: I remembered doing something along these lines for physics a while ago, and I thought there was a script for it. Then I finally found my notes and discovered that I had done it by hand.
2394:" for mathematics and found their 30-day page view counts. These topics are likely to have broader audiences than many of the more esoteric articles, and only a few of them have any GA/FA stamp of approval.
4474:
basically doesn't want technical articles. They just sit in a queue before eventually someone decides they aren't of general enough interest and get dropped. Not worth the trouble to nominate things there.
1715:
could do; also, if the way we deploy such a templates were designed well, we might be able to make clear that most of the article can be understood with just topology, and only certain sections require any
1674:
Consider that the lede should be as broadly comprehensible as possible. In particular, it is OK if the lede oversimplifies a bit, as long as it is clear that the details can be found later in the article.
4728:
a bit more accessible. I think it would still be good to add another paragraph to the lead (and another section to the article) describing pre-computer pen-and-paper factorization algorithms and efforts.
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I would like to call out another aspect of Jmabel's (generally reasonable) post. I disagree that we are writing to "teach the material". This is a reference work, not a textbook. We want to facilitate
1808:
to be hard to follow, so I tried to rearrange and expand its lead section a bit to hopefully be clearer to a general audience (people with more expertise than I have are welcome to rework that further).
4589:
This strongly depends on the used computer architecture and the used basic algorithms (integer multiplication, linear algebra, ...). So, I doubt that any reliable encyclopedic answer can be provided.
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Probably not. I'm not up to date on this. But it may give a rough idea. It could be in there with the date of the statement, and note that things change, and it depends on other factors.
1688:: would it have killed anyone to explain the word "lemniscates" with "(e.g., figure-eights)" rather than make maybe 90% of readers click through if they want to understand what is being said?
3255:, has been undergoing major changes this month from a couple of editors whose names I don't recognize. Might be for the better, I'm not sure, but could at least benefit from some checking. —
2047:"are writing to teach the material to someone who is at the level in mathematics to be able to understand the relevant concept, theorem, etc., but to whom this particular material is new"
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That's the right idea, but the more idiomatic phrase (maybe 2.5x more popular in Google
Scholar) is "factorization algorithm" (singular because that's what Knowledge tends to do). —
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are encofstulated.". I don't think that prerequisites are the answer, but I do think that dropping the idea of compressing everything ever tighter again and again, and instead just
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lists a lot of algorithms. I think it should say what algorithms are the most practical. Somewhere (I couldn't find it again) I read that Shanks's SQUFOF is clearly the best for
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there -- I think it was helpful that along the way I was repeatedly pushed to keep writing the introduction in a more and more gentle way, well beyond what I thought possible. --
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More accessible explanations near the front, some historical discussion, possibly an example or two, and some explicit comparison of various methods wouldn't necessarily make
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territory. I don't find that argument fully convincing — maybe there's a perfect balance to be discovered — but I've never seen it described in adequate detail. Regards,
1626:
This is going to be a difficult AFC review for whoever picks it up. I've given the article creator a few tips and pointers, but some help from others would not go amiss.
4625:, what did you have in mind? You can always try adding the information you are looking for to the article. Or if you propose something concrete maybe others can help. –
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6. Choose the best algorithm for the size of the number. Quadratic Sieve is fastest for 50-100 digits and Number Field Sieve is fastest for more than 100 digits.
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our explanations as clear as possible, and by linking to sources and resources that will help readers learn more and then appreciate the value and beauty of maths.
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4452:. This seems to be due to the addition of Template:Technical to the article, but I wonder if it helps with accessibility. By the way, nominating some articles to
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Oh, I thought you had a script. Maybe someone can figure out how to automate this. (I could probably, but I'm not feeling super motivated to try right now.) –
1528:. I am not vary familiar with all the wikipedia procedures, but instead of going through an edit war, wouldn't there be a way to block this editor outright?
2244:. I had to read it twice myself, and it states a fact that I knew perfectly well. It could be clarified by writing (for example) "In other words, each point
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1309:. It is more of an attestation that the event took place than a reference itself. You could link to the review paper as the source of the claim. --
4550:, or something a little bigger than that; that Quadratic Sieve was best for some range, and that something else was better for some other range.
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usefully says, at the end of the lede, "The study of manifolds requires working knowledge of calculus and topology." The is is the sort of thing
17:
2224:." I believe it would not be instantly obvious to someone who has not already studied topology that "its" refers back to "each point", not to
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available to you, so you can look up an individual fact quickly if you need it, or find a path through it to learn it if that's your goal. --
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is definitely on my list of pages to eventually dramatically expand. It's a bit tricky to figure out how to organize because there is
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Is that ten-year-old comparison still accurate, though? As of a different 2011 comparison the crossover was more like in the low 90s
4748:
Regarding "how to", it shouldn't have the name "how to factor an integer", but something like "method to factor an integer". Also,
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3114:, how much trouble would it be to get a similar view count for all of the math wikiproject articles of top/high(/mid) priority? –
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https://en.wikipedia.org/search/?title=Intersection_(set_theory)&curid=23476429&diff=1183967074&oldid=1182504792
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more interested in what the theorem says than how, exactly, it is proved. Conversely, in the generally good lede of
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says that it is best for integers over 100 digits. So what are the approximate range where each is the best?
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which has helped to revise and navigate better in between history articles related to physics. I started a
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Now, this isn't what I do because I always check for some small factors before a primality test, etc.
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also makes text hard to read but we should avoid piling on one problem to fix another. In some cases a
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Just revert the edit and leave a message on their talk page. If they do it again they can be banned. –
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four intervening paragraphs, which I assume attempt to prepare one for the definition, do not do so.
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As a small aside, I'm curious about these potential readers who know topology but not calculus.... --
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of which the first half is more or less "let's make every analogy of every proposition we can from
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1969:
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Is there a category for history of nomenclature and are there articles on history of nomenclature
1223:
4520:
3352:
Okay, here's a sorted list of all the top/high priority articles with more than 700 daily views:
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1936:
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1306:
1284:
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4402:(solid geometry). (Aside: I've been reading a translation/commentary and other sources about
4387:
I seriously thought about starting by writing a section that summarized Book 3 of Euclid....
3314:
These are areas that deserve links to existing articles but not lengthy expositions here. --
4457:
4388:
4349:
4071:
4067:
3933:
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3785:
3679:
3643:
3591:
3579:
3489:
3455:
3319:
3306:
3194:
3162:
3135:
3111:
3097:
2727:
2342:
2014:
1935:
to learn the material in any depth but is interested in finding out what it might be about (
1844:
1782:
1744:
1725:
1609:
1564:
1496:
1487:
There are also individual articles on notation, or sometimes on the history of notation, in
1453:
1334:
1328:
1312:
1291:
1221:
1219:
39:
3292:
has an extremely dated reference to
Algebra; Abstract Algebra deals with more than numbers.
4814:
3. Trial division first, then ECM with a small bound and increase the bound, if necessary
4327:
4319:
4267:
4235:
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4029:
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1441:
1422:
1373:
2045:
There is a conflict between your first and second points here IMO. If it is true that we
1524:
is the only contribution from a particular editor and is an obvious case of vandalism of
1414:
4730:
4676:
4626:
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4287:
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4159:
3905:
3773:
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3208:
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3149:
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2836:
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2100:
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1965:
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1786:
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1407:
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2136:
4842:
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4348:
seems particularly lackluster: many bulleted lists instead of prose, few references.
4303:
4227:
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4135:
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3937:
3909:
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3224:
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2085:
1642:
1580:
1410:. Is it possible to add it manually, or should wait a little bit longer for the bot?
1290:
I could not find the reference the Conley (1984) in this article. What should I do ?
4831:
4792:
4763:
4753:
4696:
4667:
4651:
4622:
4578:
4568:
4554:
4456:
may be more useful than adding maintenance templates to the top of the articles. --
4445:
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1905:
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1367:
Talk:Mathematical modelling of infectious diseases#Requested move 30 October 2023
1353:
Talk:Mathematical modelling of infectious diseases#Requested move 30 October 2023
4255:
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3553:
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2535:
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2125:
Or let's take a couple of sentences in the (generally decently written) article
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We might want to create a template which, in the session, we jokingly called
4171:
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Highest-view articles that are concrete math concepts per se are apparently
2847:
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1805:
1702:
4593:
I think it would be good to have an article about how to factor an integer.
4450:
the Yoneda lemma is arguably the most important result in category theory.
4681:. Later posts in the same thread put the crossover at around 100 again. —
4679:
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There's apparently an existing tool. So that's convenient. For example,
3126:
Good question. Long enough that I'm not going to try by hand; there are
1358:
4263:
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3749:
3667:
3473:
3469:
3096:(52,339), and probably others that aren't springing to mind right now.
2978:
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1418:
4678:
and since then some NSF implementations have had significant speedups
4362:
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2519:
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Masters, it appeared to be a pretty universally shared experience. -
4369:
to say and so many relevant sources. For inspiration take a look at
4820:
5. Remember that
Pollard Rho and ECM may not find factors in order
4618:
projects, because the page is written in a pretty inaccessible way.
4283:
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33:
2390:
If anyone wants ideas for what to improve first, I took the "
1448:
Are there such articles, or a category to assign them to. --
4413:
III on the sphere". I'm still not quite ready to expand the
2313:
2209:
1856:
The biggest error that we make on Knowledge in this area is
1357:
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belongs to every one of its neighbourhoods with respect to
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a subject, would avoid the "leaving out detail" problem.
1333:
Thank you for your advice ! Thanks to you, I fixed it. --
3251:
One of those high-viewcount and high-priority articles,
1369:
that may be of interest to members of this WikiProject.
1521:
4587:
What are the approximate range where each is the best?
4344:
Thanks for organizing the list this way. The article
4523:
3330:
One of the two (Phlsph7) is responsible for bringing
2310:
2290:
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2250:
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2206:
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2159:
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3290:
Arithmetic#Definition, etymology, and related fields
1753:
As to the second point, I think that while Jmabel's
1661:
During the Q&A of one of the lightning talks at
1657:
Making mathematical articles more broadly accessible
3032:
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3193:Thanks. "Massviews"... not the most obvious name!
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1305:That reference likely comes from the review paper
3179:high-priority math article views in the past year
1960:-teaching, but we do not ourselves want to teach.
1785:if it makes readers feel like they understand. --
1804:that they found the lead section of our article
1839:Me at age 16. I took things in an odd order. -
1555:I have reverted the edit and left the standard
3066:
2746:
2712:
2421:
1232:This page has archives. Sections older than
57:
8:
1680:background in mathematics is likely to be a
4808:1. Do at least a probable prime test first
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3830:List of unsolved problems in mathematics
3316:Shmuel (Seymour J.) Metz Username:Chatul
3128:911 "high-priority" mathematics articles
1450:Shmuel (Seymour J.) Metz Username:Chatul
1406:that it listed on GAN before I nominate
1398:, it does not list one featured article
1365:There is a requested move discussion at
4724:I tried to make the first paragraph of
4577:isn't currently the best thing to do.
4372:A Treatise on the Circle and the Sphere
3044:Probability and statistics (2 articles)
2400:
2180:"In other words, each point of the set
88:
4592:
4586:
4553:Can someone add that to the article?
4449:
2601:, not on this list, which has 248,145)
2046:
1978:I can appreciate the motivation for a
1926:
1400:Quine–Putnam indispensability argument
18:Knowledge talk:WikiProject Mathematics
4849:WikiProject Mathematics archives/2023
1737:Knowledge:Knowledge is not a textbook
1259:Draft:Template:History of mathematics
7:
2616:
2542:
3305:is too narrow, e.g., no mention of
2871:Geometry and topology (12 articles)
2304:'s) neighbourhoods with respect to
1579:If it continues, you can report to
1473:A History of Mathematical Notations
2492:Counting and numbers (12 articles)
45:WikiProject Mathematics archives (
32:
4752:tells you "how to" find the GCD.
3922:Kepler's laws of planetary motion
1236:may be automatically archived by
3810:Cumulative distribution function
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1465:history of mathematical notation
1463:We do have an article about the
1307:The Conley Conjecture and Beyond
38:
4444:Regarding the lead sentence of
4152:Inverse trigonometric functions
4124:Fundamental theorem of calculus
3966:Gödel's incompleteness theorems
1759:Gödel's incompleteness theorems
1677:Gödel's incompleteness theorems
1489:Category:History of mathematics
3578:More than 1.5k views per day:
2321:{\displaystyle {\mathcal {N}}}
2217:{\displaystyle {\mathcal {N}}}
2177:" (we might even omit "also")?
1493:Category:Mathematical notation
1:
4835:22:22, 25 November 2023 (UTC)
4805:Summarizing Wagstaff's tips:
4796:21:53, 25 November 2023 (UTC)
4786:08:04, 25 November 2023 (UTC)
4772:05:39, 25 November 2023 (UTC)
4757:03:09, 21 November 2023 (UTC)
4501:17:18, 18 November 2023 (UTC)
4483:17:05, 18 November 2023 (UTC)
4466:16:42, 18 November 2023 (UTC)
4425:06:14, 20 November 2023 (UTC)
4397:05:50, 20 November 2023 (UTC)
4383:04:23, 20 November 2023 (UTC)
4358:03:18, 20 November 2023 (UTC)
4340:18:45, 19 November 2023 (UTC)
4252:Partial differential equation
4054:More than 700 views per day:
3978:Maximum likelihood estimation
3344:17:21, 18 November 2023 (UTC)
3324:15:23, 20 November 2023 (UTC)
3282:07:45, 18 November 2023 (UTC)
3265:07:32, 18 November 2023 (UTC)
3247:23:48, 17 November 2023 (UTC)
3203:23:44, 17 November 2023 (UTC)
3189:23:38, 17 November 2023 (UTC)
3171:23:31, 17 November 2023 (UTC)
3156:23:23, 17 November 2023 (UTC)
3144:23:21, 17 November 2023 (UTC)
3122:23:14, 17 November 2023 (UTC)
3106:22:56, 17 November 2023 (UTC)
2385:23:09, 17 November 2023 (UTC)
2367:08:46, 17 November 2023 (UTC)
2346:05:18, 17 November 2023 (UTC)
2284:belongs to every one of its (
2112:11:07, 17 November 2023 (UTC)
2094:10:29, 17 November 2023 (UTC)
2072:22:35, 16 November 2023 (UTC)
2039:00:43, 16 November 2023 (UTC)
2023:08:24, 15 November 2023 (UTC)
1974:01:36, 15 November 2023 (UTC)
1949:23:30, 14 November 2023 (UTC)
1914:23:18, 14 November 2023 (UTC)
1848:04:37, 17 November 2023 (UTC)
1834:22:14, 14 November 2023 (UTC)
1817:02:07, 15 November 2023 (UTC)
1795:21:53, 14 November 2023 (UTC)
1749:21:33, 14 November 2023 (UTC)
1729:20:32, 14 November 2023 (UTC)
1651:09:42, 17 November 2023 (UTC)
1636:22:58, 14 November 2023 (UTC)
4737:23:47, 5 November 2023 (UTC)
4700:00:48, 6 November 2023 (UTC)
4691:23:18, 5 November 2023 (UTC)
4671:22:30, 5 November 2023 (UTC)
4655:22:15, 5 November 2023 (UTC)
4633:14:46, 5 November 2023 (UTC)
4609:11:35, 5 November 2023 (UTC)
4582:01:06, 5 November 2023 (UTC)
4572:05:06, 1 November 2023 (UTC)
4558:17:54, 30 October 2023 (UTC)
3712:More than 1k views per day:
3708:Probability density function
3648:Entropy (information theory)
3640:Singular value decomposition
3574:Eigenvalues and eigenvectors
3550:Principal component analysis
3468:More than 2k views per day:
3390:More than 3k views per day:
3355:More than 5k views per day:
2153:to be empty." Why not just "
1663:WikiConference North America
1593:18:07, 9 November 2023 (UTC)
1573:05:50, 9 November 2023 (UTC)
1551:05:47, 9 November 2023 (UTC)
1538:05:39, 9 November 2023 (UTC)
1509:19:34, 8 November 2023 (UTC)
1483:16:38, 8 November 2023 (UTC)
1458:13:14, 8 November 2023 (UTC)
1431:00:33, 5 November 2023 (UTC)
1385:08:09, 4 November 2023 (UTC)
1343:13:52, 1 November 2023 (UTC)
1322:05:41, 30 October 2023 (UTC)
1300:01:41, 30 October 2023 (UTC)
1279:12:22, 1 November 2023 (UTC)
4543:{\displaystyle n<2^{64}}
3850:Cartesian coordinate system
3704:Spherical coordinate system
1641:I'd be happy to review it.
1263:Template:History of physics
1255:Template:History of physics
4865:
4817:4. Parallelize if you can
4811:2. Look for small factors
4565:General number field sieve
3970:Discrete Fourier transform
2078:Distribution (mathematics)
1249:Help with history template
3870:Cauchy–Schwarz inequality
3834:Gottfried Wilhelm Leibniz
3412:E (mathematical constant)
3334:to FA status recently. --
1605:Draft:Mal'cev's criterion
1526:Intersection (set theory)
4308:Euler's totient function
4002:Probability distribution
3858:Student's t-distribution
3778:Chi-squared distribution
3526:Exponential distribution
3303:Arithmetic#Number theory
3229:Exponential distribution
2597:- 241,262 (compare with
4762:"factoring algorithms"
4750:greatest common divisor
4240:Greatest common divisor
4204:Polar coordinate system
3794:Trigonometric functions
3676:Navier–Stokes equations
3448:Newton's laws of motion
3132:244 "top-priority" ones
3088:Also in this range are
3008:Three-dimensional space
2809:Arithmetic (4 articles)
1599:New editor with a draft
1517:How to handle vandalism
1253:I recently created the
4544:
4489:affine symmetric group
4196:Liberal arts education
4064:Directed acyclic graph
3950:Accuracy and precision
3818:Function (mathematics)
3718:Fast Fourier transform
3297:transcendental numbers
3269:The previous state of
2322:
2298:
2278:
2258:
2238:
2218:
2194:
2167:
2147:
1735:links is veering into
1362:
1239:Lowercase sigmabot III
4726:integer factorization
4664:integer factorization
4615:integer factorization
4545:
4515:integer factorization
4509:Integer factorization
4224:Principia Mathematica
4060:Riemann zeta function
4014:Differential equation
3890:Fermat's Last Theorem
3722:Matrix multiplication
3632:Central limit theorem
3612:Conway's Game of Life
2751:Mathematical analysis
2735:Analysis (5 articles)
2323:
2299:
2279:
2259:
2239:
2219:
2195:
2168:
2148:
1413:Also, in the article
1361:
4660:The Joy of Factoring
4521:
4192:Information security
4168:Gaussian elimination
4120:Integration by parts
4076:Quantum field theory
4022:Law of large numbers
4010:Discrete mathematics
3734:Carl Friedrich Gauss
3696:Exponential function
3692:Dirac delta function
3562:Matrix (mathematics)
3494:Theory of relativity
3432:John Forbes Nash Jr.
3428:Poisson distribution
3286:I still see issues:
3213:Poisson distribution
2661:Algebra (5 articles)
2410:General (5 articles)
2308:
2288:
2268:
2248:
2228:
2204:
2184:
2157:
2137:
2133:"Here we also allow
4272:Euclidean algorithm
4208:Likelihood function
4156:Field (mathematics)
4018:Lagrange multiplier
3770:P versus NP problem
3762:Confidence interval
3714:Regression analysis
3570:Maxwell's equations
3478:Pythagorean theorem
3377:Normal distribution
3365:Srinivasa Ramanujan
1994:Infobox philosopher
1557:first-level warning
4540:
4417:article though.) –
4296:Divergence theorem
4292:Euclidean geometry
4188:Mean value theorem
4180:Stochastic process
4140:Information theory
4132:Bayesian inference
4092:Linear programming
4034:Modular arithmetic
3898:Special relativity
3878:Euclidean distance
3822:Norm (mathematics)
3806:Prisoner's dilemma
3766:Collatz conjecture
3754:Quadratic equation
3636:Riemann hypothesis
3616:General relativity
3596:Monte Carlo method
3534:Gamma distribution
3444:Fibonacci sequence
3392:Standard deviation
3233:Gamma distribution
3221:Fibonacci sequence
2461:Mathematical proof
2318:
2294:
2274:
2254:
2234:
2214:
2190:
2163:
2143:
2076:Just a comment on
1404:Earth–Moon problem
1396:recognized content
1363:
1351:Requested move at
4260:Orthogonal matrix
4220:First-order logic
4176:Irrational number
4088:Russell's paradox
4038:Set (mathematics)
3954:Logistic function
3826:Natural logarithm
3688:Laplace transform
3624:Linear regression
3588:Quadratic formula
3460:Fourier transform
3408:Quantum mechanics
3307:Gaussian integers
3090:Quadratic formula
3085:
3084:
2297:{\displaystyle x}
2277:{\displaystyle X}
2257:{\displaystyle x}
2237:{\displaystyle X}
2193:{\displaystyle X}
2166:{\displaystyle X}
2146:{\displaystyle X}
2127:Topological space
2004:Infobox scientist
1836:
1440:I was looking at
1402:, and GA nominee
1383:
1285:Conley conjecture
1246:
1245:
95:Nov 2002–Dec 2003
4856:
4549:
4547:
4546:
4541:
4539:
4538:
4216:Taylor's theorem
4072:Laplace operator
4068:Grigori Perelman
4006:L'Hôpital's rule
3986:Euler's identity
3934:Nash equilibrium
3882:Geometric series
3802:Student's t-test
3680:Sigmoid function
3592:Chi-squared test
3580:Butterfly effect
3490:Bertrand Russell
3456:John von Neumann
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2728:Abstract algebra
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2402:Extended content
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2069:
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2011:recently removed
2008:
2002:
1998:
1992:
1987:
1981:
1823:
1783:lies to children
1779:
1773:
1714:
1708:
1700:
1694:
1497:Zenzizenzizenzic
1419:in the link here
1394:In the draft of
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66:
59:
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4328:Random variable
4320:Euclidean space
4236:Time complexity
4144:Halting problem
4030:Boolean algebra
3946:Rational number
3786:Newton's method
3730:Sine and cosine
3644:Euler's formula
3400:Galileo Galilei
3357:Albert Einstein
3094:Sine and cosine
3086:
3046:
2873:
2811:
2737:
2663:
2560:
2547:
2494:
2412:
2403:
2333:on the topic.
2306:
2305:
2286:
2285:
2266:
2265:
2246:
2245:
2226:
2225:
2202:
2201:
2182:
2181:
2173:may also be an
2155:
2154:
2135:
2134:
2107:
2101:
2067:
2061:
2006:
2000:
1996:
1990:
1985:
1979:
1777:
1771:
1761:) is fine, the
1712:
1706:
1698:
1692:
1659:
1601:
1561:their talk page
1519:
1442:Natural numbers
1438:
1392:
1356:
1326:
1310:
1288:
1251:
1237:
1226:
1220:
1211:
1097:
87:
86:
73:
70:
30:
29:
28:
12:
11:
5:
4862:
4860:
4852:
4851:
4841:
4840:
4803:
4802:
4801:
4800:
4799:
4798:
4778:David Eppstein
4746:
4745:
4744:
4743:
4742:
4741:
4740:
4739:
4715:
4714:
4713:
4712:
4711:
4710:
4709:
4708:
4707:
4706:
4705:
4704:
4703:
4702:
4683:David Eppstein
4640:
4639:
4638:
4637:
4636:
4635:
4619:
4590:
4574:
4537:
4533:
4529:
4526:
4510:
4507:
4506:
4505:
4504:
4503:
4442:
4441:
4440:
4439:
4438:
4437:
4436:
4435:
4434:
4433:
4432:
4431:
4430:
4429:
4428:
4427:
4330:
4316:Perfect number
4312:Tensor product
4288:Platonic solid
4276:Law of cosines
4268:Bell's theorem
4232:Dirac equation
4160:Exponentiation
4052:
3906:Kinetic energy
3774:Fourier series
3758:Expected value
3710:
3684:Natural number
3672:Leonhard Euler
3664:Complex number
3656:Turing machine
3576:
3542:Gamma function
3510:René Descartes
3466:
3416:Roman numerals
3396:Bayes' theorem
3388:
3353:
3350:
3349:
3348:
3347:
3346:
3328:
3327:
3326:
3312:
3311:
3310:
3300:
3295:No mention of
3293:
3257:David Eppstein
3237:Gamma function
3209:Roman numerals
3205:
3175:
3174:
3173:
3083:
3082:
3081:
3080:
3058:
3045:
3042:
3041:
3040:
3024:
3023:
3022:
3011:
3000:
2999:
2998:
2971:
2960:
2959:
2958:
2936:
2920:
2919:
2918:
2872:
2869:
2868:
2867:
2866:
2865:
2851:
2840:
2837:Exponentiation
2810:
2807:
2806:
2805:
2804:
2803:
2792:
2781:
2770:
2736:
2733:
2732:
2731:
2720:
2717:Linear algebra
2704:
2703:
2702:
2691:
2662:
2659:
2658:
2657:
2656:
2655:
2639:
2636:Complex number
2628:
2627:
2626:
2625:
2624:
2613:
2610:Natural number
2602:
2576:
2565:
2552:
2506:
2493:
2490:
2489:
2488:
2487:
2486:
2475:
2464:
2453:
2411:
2408:
2405:
2404:
2401:
2396:
2392:Vital articles
2388:
2387:
2369:
2359:David Eppstein
2330:
2329:
2315:
2293:
2273:
2253:
2233:
2211:
2189:
2178:
2162:
2142:
2119:
2118:
2117:
2116:
2115:
2114:
2081:
2056:
2043:
2042:
2041:
2026:
2025:
1976:
1961:
1953:
1952:
1951:
1941:David Eppstein
1932:
1931:
1930:
1917:
1916:
1854:
1853:
1852:
1851:
1850:
1821:
1820:
1819:
1767:
1757:(the intro to
1718:
1717:
1689:
1672:
1658:
1655:
1654:
1653:
1624:
1623:
1607:
1600:
1597:
1596:
1595:
1577:
1576:
1575:
1518:
1515:
1514:
1513:
1512:
1511:
1501:David Eppstein
1469:Florian Cajori
1437:
1434:
1408:Square pyramid
1391:
1388:
1355:
1349:
1348:
1347:
1346:
1345:
1287:
1282:
1267:complex number
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:
4861:
4850:
4847:
4846:
4844:
4837:
4836:
4833:
4828:
4824:
4821:
4818:
4815:
4812:
4809:
4806:
4797:
4794:
4789:
4788:
4787:
4783:
4779:
4775:
4774:
4773:
4769:
4765:
4761:
4760:
4759:
4758:
4755:
4751:
4738:
4735:
4732:
4727:
4723:
4722:
4721:
4720:
4719:
4718:
4717:
4716:
4701:
4698:
4694:
4693:
4692:
4688:
4684:
4680:
4677:
4674:
4673:
4672:
4669:
4665:
4661:
4658:
4657:
4656:
4653:
4648:
4647:
4646:
4645:
4644:
4643:
4642:
4641:
4634:
4631:
4628:
4624:
4620:
4616:
4612:
4611:
4610:
4606:
4602:
4598:
4594:
4591:
4588:
4585:
4584:
4583:
4580:
4575:
4573:
4570:
4566:
4562:
4561:
4560:
4559:
4556:
4551:
4535:
4531:
4527:
4524:
4516:
4508:
4502:
4498:
4494:
4490:
4486:
4485:
4484:
4481:
4478:
4473:
4470:
4469:
4468:
4467:
4463:
4459:
4455:
4451:
4447:
4426:
4423:
4420:
4416:
4412:
4408:
4407:
4400:
4399:
4398:
4394:
4390:
4386:
4385:
4384:
4381:
4378:
4374:
4373:
4368:
4364:
4361:
4360:
4359:
4355:
4351:
4347:
4343:
4342:
4341:
4338:
4335:
4331:
4329:
4325:
4321:
4317:
4313:
4309:
4305:
4304:Wave equation
4301:
4297:
4293:
4289:
4285:
4281:
4277:
4273:
4269:
4265:
4261:
4257:
4253:
4249:
4245:
4241:
4237:
4233:
4229:
4228:1000 (number)
4225:
4221:
4217:
4213:
4209:
4205:
4201:
4197:
4193:
4189:
4185:
4184:Heat equation
4181:
4177:
4173:
4169:
4165:
4161:
4157:
4153:
4149:
4145:
4141:
4137:
4136:Number theory
4133:
4129:
4125:
4121:
4117:
4113:
4109:
4105:
4101:
4097:
4093:
4089:
4085:
4081:
4077:
4073:
4069:
4065:
4061:
4057:
4053:
4051:
4047:
4043:
4039:
4035:
4031:
4027:
4023:
4019:
4015:
4011:
4007:
4003:
3999:
3995:
3991:
3987:
3983:
3979:
3975:
3971:
3967:
3963:
3962:Hilbert space
3959:
3955:
3951:
3947:
3943:
3939:
3938:Data analysis
3935:
3931:
3927:
3923:
3919:
3915:
3911:
3910:Roger Penrose
3907:
3903:
3899:
3895:
3891:
3887:
3883:
3879:
3875:
3871:
3867:
3863:
3859:
3855:
3851:
3847:
3843:
3839:
3835:
3831:
3827:
3823:
3819:
3815:
3811:
3807:
3803:
3799:
3795:
3791:
3787:
3783:
3782:Blaise Pascal
3779:
3775:
3771:
3767:
3763:
3759:
3755:
3751:
3747:
3743:
3739:
3735:
3731:
3727:
3723:
3719:
3715:
3711:
3709:
3705:
3701:
3697:
3693:
3689:
3685:
3681:
3677:
3673:
3669:
3665:
3661:
3657:
3653:
3649:
3645:
3641:
3637:
3633:
3629:
3625:
3621:
3617:
3613:
3609:
3605:
3601:
3597:
3593:
3589:
3585:
3581:
3577:
3575:
3571:
3567:
3563:
3559:
3555:
3551:
3547:
3543:
3539:
3535:
3531:
3527:
3523:
3519:
3515:
3511:
3507:
3503:
3499:
3495:
3491:
3487:
3483:
3479:
3475:
3471:
3467:
3465:
3461:
3457:
3453:
3452:Taylor series
3449:
3445:
3441:
3437:
3433:
3429:
3425:
3421:
3417:
3413:
3409:
3405:
3401:
3397:
3393:
3389:
3386:
3382:
3378:
3374:
3370:
3366:
3362:
3358:
3354:
3351:
3345:
3341:
3337:
3333:
3329:
3325:
3321:
3317:
3313:
3308:
3304:
3301:
3298:
3294:
3291:
3288:
3287:
3285:
3284:
3283:
3280:
3277:
3272:
3268:
3267:
3266:
3262:
3258:
3254:
3250:
3249:
3248:
3245:
3242:
3238:
3234:
3230:
3226:
3225:Taylor series
3222:
3218:
3214:
3210:
3206:
3204:
3200:
3196:
3192:
3191:
3190:
3187:
3184:
3180:
3176:
3172:
3168:
3164:
3159:
3158:
3157:
3154:
3151:
3147:
3146:
3145:
3141:
3137:
3133:
3129:
3125:
3124:
3123:
3120:
3117:
3113:
3110:
3109:
3108:
3107:
3103:
3099:
3095:
3091:
3078:
3074:
3073:
3063:
3059:
3056:
3052:
3048:
3047:
3043:
3038:
3029:
3025:
3020:
3016:
3012:
3009:
3005:
3001:
2996:
2992:
2987:
2983:
2982:
2980:
2976:
2972:
2969:
2965:
2961:
2956:
2952:
2948:
2947:
2945:
2944:Conic section
2941:
2937:
2934:
2925:
2921:
2916:
2907:
2903:
2902:
2900:
2896:
2892:
2891:
2889:
2885:
2884:
2879:
2875:
2874:
2870:
2863:
2861:
2856:
2852:
2849:
2845:
2841:
2838:
2834:
2830:
2829:
2827:
2823:
2822:
2817:
2813:
2812:
2808:
2801:
2797:
2793:
2790:
2786:
2782:
2779:
2775:
2771:
2768:
2759:
2755:
2754:
2752:
2743:
2739:
2738:
2734:
2729:
2725:
2721:
2718:
2709:
2705:
2700:
2696:
2692:
2689:
2685:
2681:
2680:
2678:
2669:
2665:
2664:
2660:
2653:
2652:Number theory
2644:
2640:
2637:
2633:
2629:
2622:
2614:
2611:
2607:
2603:
2600:
2596:
2592:
2588:
2587:
2585:
2581:
2577:
2574:
2570:
2566:
2563:
2557:
2553:
2550:
2540:
2539:
2537:
2533:
2529:
2528:
2526:
2522:
2521:
2511:
2507:
2504:
2503:Combinatorics
2500:
2496:
2495:
2491:
2484:
2480:
2476:
2473:
2469:
2465:
2462:
2458:
2454:
2451:
2447:
2442:
2438:
2437:
2435:
2431:
2430:
2429:
2418:
2414:
2413:
2409:
2407:
2406:
2399:
2395:
2393:
2386:
2383:
2380:
2375:
2370:
2368:
2364:
2360:
2355:
2350:
2349:
2348:
2347:
2344:
2340:
2334:
2291:
2271:
2251:
2231:
2187:
2179:
2176:
2160:
2140:
2132:
2131:
2130:
2128:
2123:
2113:
2110:
2104:
2097:
2096:
2095:
2091:
2087:
2082:
2079:
2075:
2074:
2073:
2070:
2064:
2057:
2053:
2048:
2044:
2040:
2037:
2036:
2030:
2029:
2028:
2027:
2024:
2020:
2016:
2012:
2009:, which were
2005:
1995:
1984:
1983:Prerequisites
1977:
1975:
1971:
1967:
1962:
1959:
1954:
1950:
1946:
1942:
1938:
1933:
1929:
1925:
1924:
1921:
1920:
1919:
1918:
1915:
1911:
1907:
1903:
1899:
1896:
1893:
1889:
1886:
1882:
1879:
1876:
1872:
1867:
1863:
1859:
1858:summary style
1855:
1849:
1846:
1842:
1838:
1837:
1835:
1831:
1827:
1822:
1818:
1815:
1812:
1807:
1803:
1798:
1797:
1796:
1792:
1788:
1784:
1776:
1768:
1764:
1760:
1756:
1752:
1751:
1750:
1746:
1742:
1738:
1733:
1732:
1731:
1730:
1727:
1723:
1711:
1710:Prerequisites
1704:
1697:
1696:Prerequisites
1690:
1687:
1683:
1678:
1673:
1669:
1668:
1667:
1664:
1656:
1652:
1648:
1644:
1640:
1639:
1638:
1637:
1633:
1629:
1621:
1618:
1615:
1611:
1608:
1606:
1603:
1602:
1598:
1594:
1590:
1586:
1582:
1578:
1574:
1570:
1566:
1562:
1558:
1554:
1553:
1552:
1549:
1546:
1542:
1541:
1540:
1539:
1535:
1531:
1527:
1523:
1516:
1510:
1506:
1502:
1498:
1494:
1490:
1486:
1485:
1484:
1481:
1478:
1474:
1470:
1466:
1462:
1461:
1460:
1459:
1455:
1451:
1446:
1443:
1435:
1433:
1432:
1428:
1424:
1420:
1416:
1415:Fleiss' kappa
1411:
1409:
1405:
1401:
1397:
1390:Two questions
1389:
1387:
1386:
1381:
1377:
1376:
1375:
1368:
1360:
1354:
1350:
1344:
1340:
1336:
1330:
1325:
1324:
1323:
1318:
1314:
1308:
1304:
1303:
1302:
1301:
1297:
1293:
1286:
1283:
1281:
1280:
1276:
1272:
1268:
1264:
1260:
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:
842:
838:
834:
830:
826:
825:
821:
819:
815:
811:
807:
803:
799:
795:
791:
787:
783:
779:
775:
771:
770:
766:
764:
760:
756:
752:
748:
744:
740:
736:
732:
728:
724:
720:
716:
715:
711:
709:
705:
701:
697:
693:
689:
685:
681:
677:
673:
669:
665:
661:
660:
656:
654:
650:
646:
642:
638:
634:
630:
626:
622:
618:
614:
610:
606:
605:
601:
599:
595:
591:
587:
583:
579:
575:
571:
567:
563:
559:
555:
551:
550:
546:
544:
540:
536:
532:
528:
524:
520:
516:
512:
508:
504:
500:
496:
495:
491:
489:
485:
481:
477:
473:
469:
465:
461:
457:
453:
449:
445:
441:
440:
436:
434:
430:
426:
422:
418:
414:
410:
406:
402:
398:
394:
390:
386:
385:
381:
379:
375:
371:
367:
363:
359:
355:
351:
347:
343:
339:
335:
331:
330:
326:
324:
320:
316:
312:
308:
304:
300:
296:
292:
288:
284:
280:
276:
275:
271:
269:
265:
261:
257:
253:
249:
245:
241:
237:
233:
229:
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221:
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206:
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139:
135:
131:
127:
123:
119:
115:
111:
110:
106:
104:
100:
96:
92:
89:
85:Earlier years
81:
80:
77:
76:
72:
67:
62:
60:
55:
53:
48:
47:
41:
36:
35:
27:
23:
19:
4829:
4825:
4822:
4819:
4816:
4813:
4810:
4807:
4804:
4747:
4659:
4552:
4513:The article
4512:
4446:Yoneda lemma
4443:
4414:
4410:
4405:
4404:Theodosius'
4370:
4366:
4280:Power of two
4244:Omar Khayyam
4096:Eratosthenes
3998:Vector space
3994:Graph theory
3958:Fields Medal
3942:Trigonometry
3838:Cryptography
3746:Markov chain
3738:Data science
3584:Chaos theory
3436:Golden ratio
3420:Prime number
3361:Isaac Newton
3217:Golden ratio
3087:
3070:
2915:Trigonometry
2881:
2859:
2819:
2621:Prime number
2518:
2436:) - 149,119
2426:
2425:
2389:
2357:manifolds. —
2354:single level
2353:
2335:
2331:
2124:
2120:
2052:Distribution
2035:Geometry guy
2033:
1957:
1901:
1870:
1865:
1861:
1802:WP:TECHNICAL
1762:
1754:
1720:Thoughts? -
1719:
1681:
1660:
1625:
1616:
1520:
1472:
1447:
1439:
1412:
1393:
1372:
1371:
1364:
1289:
1252:
1233:
1156:
1147:
1101:
1042:
987:
932:
877:
822:
767:
712:
657:
602:
547:
492:
437:
382:
327:
272:
217:
162:
107:
103:Sep–Dec 2004
99:Jan–Aug 2004
44:
4597:WP:NOTHOWTO
4458:SilverMatsu
4256:Brahmagupta
4200:Combination
4116:Permutation
4056:Probability
3918:Correlation
3854:Square root
3842:Real number
3726:Determinant
3554:Game theory
3546:Dot product
3506:Information
3404:Mathematics
3055:Probability
2890:) - 42,034
2828:) - 21,069
2536:Real number
2527:) - 70,474
2428:Mathematics
2264:of the set
1902:introducing
1864:; not be a
1610:JesseStraat
1495:. Example:
1445:be useful.
1335:SilverMatsu
1329:Mark viking
1313:Mark viking
1292:SilverMatsu
4666:article.
4448:, it says
4389:XOR'easter
4350:XOR'easter
4324:Arithmetic
4248:Divergence
4050:Set theory
4046:Chain rule
4026:Paul Dirac
3974:Polynomial
3886:Kurt Gödel
3790:Covariance
3652:Derivative
3628:Statistics
3486:Pythagoras
3424:Archimedes
3271:arithmetic
3253:arithmetic
3195:XOR'easter
3163:XOR'easter
3136:XOR'easter
3112:XOR'easter
3098:XOR'easter
3092:(70,039),
3079:) - 51,094
3072:Statistics
2821:Arithmetic
2050:instance,
2015:XOR'easter
1937:WP:ONEDOWN
1866:Britannica
1766:happening.
1565:XOR'easter
1423:Dedhert.Jr
1374:Polyamorph
91:Motivation
4731:jacobolus
4627:jacobolus
4477:jacobolus
4419:jacobolus
4377:jacobolus
4334:jacobolus
4172:Summation
4128:Dimension
4108:Trapezoid
4100:Fibonacci
4084:Histogram
3930:Factorial
3700:Spacetime
3604:Logarithm
3558:Tesseract
3538:Algorithm
3518:Aryabhata
3385:Aristotle
3276:jacobolus
3241:jacobolus
3183:jacobolus
3150:jacobolus
3116:jacobolus
2981:- 22,187
2946:- 20,720
2901:- 18,884
2848:Logarithm
2753:- 16,889
2679:- 59,303
2623:- 123,187
2586:- 46,072
2564:- 173,469
2551:- 142,557
2538:- 41,579
2450:Algorithm
2379:jacobolus
2374:"be bold"
2175:empty set
2102:ByVarying
2062:ByVarying
1966:Trovatore
1862:introduce
1826:Trovatore
1811:jacobolus
1806:Bijection
1787:Trovatore
1775:technical
1716:calculus.
1703:Manifolds
1545:jacobolus
1530:PatrickR2
1477:jacobolus
4843:Category
4764:—Tamfang
4601:D.Lazard
4415:Spherics
4411:Elements
4406:Spherics
4164:Velocity
4112:Parabola
4042:Manifold
3982:Big data
3914:Topology
3902:Triangle
3894:Momentum
3874:Geometry
3846:Gradient
3814:Infinity
3742:Integral
3530:Calculus
3514:Variance
3057:- 31,176
3039:- 35,479
3037:Topology
3021:- 19,626
3010:- 20,725
2997:- 36,061
2995:Triangle
2957:- 40,105
2935:- 15,529
2917:- 36,550
2883:Geometry
2850:- 67,018
2839:- 31,434
2802:- 15,213
2791:- 25,049
2780:- 45,475
2778:Infinity
2769:- 77,679
2767:Calculus
2730:- 13,047
2719:- 31,252
2699:Variable
2690:- 12,364
2688:Equation
2654:- 26,054
2638:- 53,705
2612:- 51,345
2575:- 20,799
2573:Fraction
2505:- 18,384
2485:- 47,338
2483:Function
2474:- 34,892
2463:- 14,046
2452:- 70,127
2086:D.Lazard
2055:article.
1895:namedrop
1885:namedrop
1875:namedrop
1686:manifold
1643:Felix QW
1620:contribs
1471:'s book
24: |
20: |
4832:Bubba73
4793:Bubba73
4754:Bubba73
4697:Bubba73
4668:Bubba73
4652:Bubba73
4623:Bubba73
4579:Bubba73
4569:Bubba73
4555:Bubba73
4367:so much
4264:Polygon
3990:Ellipse
3750:Integer
3668:Algebra
3474:Physics
3470:Entropy
3077:Level 2
2979:Polygon
2970:- 9,302
2888:Level 2
2864:- 9,462
2862:th root
2826:Level 2
2701:- 8,242
2677:Algebra
2584:Integer
2525:Level 2
2434:Level 1
2377:here. –
2122:words?
1906:Uncle G
1898:jargons
1873:is the
1871:subject
1763:wording
1755:example
1628:Uncle G
1271:ReyHahn
1234:15 days
22:Archive
4487:I got
4472:WP:DYK
4454:WP:DYK
4363:Circle
4346:Circle
4300:Radian
4104:Sphere
3926:Circle
3866:Tensor
3798:Median
3660:Abacus
3620:Euclid
3566:Number
3019:Volume
2955:Circle
2800:Series
2520:Number
2339:Jmabel
1892:jargon
1888:jargon
1881:jargon
1878:jargon
1841:Jmabel
1741:Mgnbar
1722:Jmabel
1581:WP:AIV
4284:Axiom
4148:Tuple
3608:Logic
3332:Logic
2899:Angle
2789:Limit
1890:when
1583:. --
16:<
4782:talk
4768:talk
4687:talk
4621:But
4605:talk
4595:See
4563:And
4528:<
4497:talk
4462:talk
4393:talk
4354:talk
4212:Mean
3440:Time
3340:talk
3320:talk
3261:talk
3199:talk
3167:talk
3140:talk
3130:and
3102:talk
2968:Line
2933:Area
2363:talk
2343:Talk
2108:talk
2090:talk
2068:talk
2019:talk
1999:and
1970:talk
1958:self
1945:talk
1928:new.
1910:talk
1845:Talk
1830:talk
1791:talk
1745:talk
1726:Talk
1671:new.
1647:talk
1632:talk
1614:talk
1589:talk
1569:talk
1534:talk
1505:talk
1454:talk
1427:talk
1380:talk
1339:talk
1317:Talk
1315:}} {
1311:{{u|
1296:talk
1275:talk
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
26:2023
4734:(t)
4630:(t)
4493:JBL
4480:(t)
4422:(t)
4380:(t)
4375:. –
4337:(t)
3336:JBL
3279:(t)
3244:(t)
3186:(t)
3181:. –
3153:(t)
3119:(t)
2472:Set
2382:(t)
2129:.
1883:of
1814:(t)
1682:lot
1585:JBL
1559:at
1548:(t)
1499:. —
1480:(t)
1475:. –
1207:Dec
1203:Nov
1199:Oct
1195:Sep
1191:Aug
1187:Jul
1183:Jun
1179:May
1175:Apr
1171:Mar
1167:Feb
1163:Jan
1152:Dec
1148:Nov
1144:Oct
1140:Sep
1136:Aug
1132:Jul
1128:Jun
1124:May
1120:Apr
1116:Mar
1112:Feb
1108:Jan
1093:Dec
1089:Nov
1085:Oct
1081:Sep
1077:Aug
1073:Jul
1069:Jun
1065:May
1061:Apr
1057:Mar
1053:Feb
1049:Jan
1038:Dec
1034:Nov
1030:Oct
1026:Sep
1022:Aug
1018:Jul
1014:Jun
1010:May
1006:Apr
1002:Mar
998:Feb
994:Jan
983:Dec
979:Nov
975:Oct
971:Sep
967:Aug
963:Jul
959:Jun
955:May
951:Apr
947:Mar
943:Feb
939:Jan
928:Dec
924:Nov
920:Oct
916:Sep
912:Aug
908:Jul
904:Jun
900:May
896:Apr
892:Mar
888:Feb
884:Jan
873:Dec
869:Nov
865:Oct
861:Sep
857:Aug
853:Jul
849:Jun
845:May
841:Apr
837:Mar
833:Feb
829:Jan
818:Dec
814:Nov
810:Oct
806:Sep
802:Aug
798:Jul
794:Jun
790:May
786:Apr
782:Mar
778:Feb
774:Jan
763:Dec
759:Nov
755:Oct
751:Sep
747:Aug
743:Jul
739:Jun
735:May
731:Apr
727:Mar
723:Feb
719:Jan
708:Dec
704:Nov
700:Oct
696:Sep
692:Aug
688:Jul
684:Jun
680:May
676:Apr
672:Mar
668:Feb
664:Jan
653:Dec
649:Nov
645:Oct
641:Sep
637:Aug
633:Jul
629:Jun
625:May
621:Apr
617:Mar
613:Feb
609:Jan
598:Dec
594:Nov
590:Oct
586:Sep
582:Aug
578:Jul
574:Jun
570:May
566:Apr
562:Mar
558:Feb
554:Jan
543:Dec
539:Nov
535:Oct
531:Sep
527:Aug
523:Jul
519:Jun
515:May
511:Apr
507:Mar
503:Feb
499:Jan
488:Dec
484:Nov
480:Oct
476:Sep
472:Aug
468:Jul
464:Jun
460:May
456:Apr
452:Mar
448:Feb
444:Jan
433:Dec
429:Nov
425:Oct
421:Sep
417:Aug
413:Jul
409:Jun
405:May
401:Apr
397:Mar
393:Feb
389:Jan
378:Dec
374:Nov
370:Oct
366:Sep
362:Aug
358:Jul
354:Jun
350:May
346:Apr
342:Mar
338:Feb
334:Jan
323:Dec
319:Nov
315:Oct
311:Sep
307:Aug
303:Jul
299:Jun
295:May
291:Apr
287:Mar
283:Feb
279:Jan
268:Dec
264:Nov
260:Oct
256:Sep
252:Aug
248:Jul
244:Jun
240:May
236:Apr
232:Mar
228:Feb
224:Jan
213:Dec
209:Nov
205:Oct
201:Sep
197:Aug
193:Jul
189:Jun
185:May
181:Apr
177:Mar
173:Feb
169:Jan
158:Dec
154:Nov
150:Oct
146:Sep
142:Aug
138:Jul
134:Jun
130:May
126:Apr
122:Mar
118:Feb
114:Jan
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1968:(
1943:(
1908:(
1869:"
1828:(
1809:–
1789:(
1743:(
1645:(
1630:(
1622:)
1617:·
1612:(
1587:(
1567:(
1532:(
1503:(
1452:(
1425:(
1382:)
1378:(
1337:(
1331::
1327:@
1319:}
1294:(
1273:(
1242:.
71:)
65:e
58:t
51:v
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