Search results

In [[mathematics]], a '''Cantor cube''' is a [[topological group]] of the form {0, 1}<sup>'' ...AE(0) space is the [[continuous function (topology)|continuous]] [[image (mathematics)|image]] of a Cantor cube, and with some effort one can prove that every [[ ...

| fields = [[Mathematics]] | workplaces = [[Moscow State University]]<br>[[Steklov Institute of Mathematics]] ...

This is a '''list of special function eponyms''' in [[mathematics]], to cover the theory of [[special functions]], the [[differential equatio [[Category:Mathematics-related lists|Eponyms of special functions]] ...

The year '''1714 in [[science]]''' and [[technology]] involved some significant events. ==Mathematics== ...

| fields = [[Mathematics]] ...tember 1885 – 17 March 1962) was an [[Austria]]n [[mathematician]] working in the fields of [[differential geometry|differential]] and [[integral geometr ...

...suffered a [[cerebral embolism]] in 1818 that recurred in 1822, resulting in his death. ...itecture]], [[numismatics]], and [[antiquities]], and had a great facility in the [[Latin language]]. ...

...e-dimensional space. Together with its inside, it is a topological [[ball (mathematics)|3-ball]], the '''Alexander horned ball''', and so is [[simply connected]]; ...1924).jpg|thumb|upright=1.0|right|Diagram of the first few iterative steps in the construction of Alexander's horned sphere, from Alexander's original 19 ...

{{About|an equation from financial mathematics|the unrelated partial differential equation|Fisher's equation}} In [[financial mathematics]] and [[economics]], the '''Fisher equation''' expresses the relationship b ...

...ach | first2 = Uta C. | author2-link = Uta Merzbach | title = A History of Mathematics | year = 1991 | publisher = John Wiley & Sons, Inc. | edition = 2nd | isbn ...cal [[Magnitude (mathematics)|magnitude]], such as [[Roman numerals]], and in some cases required a device such as an [[abacus]]. ...

| field = {{hlist|Mathematics|statistics|[[science policy]]}} ...= {{ubl|[[Peirce's criterion]] for [[outlier]]s (statistics)|Definition of mathematics as the science of [[logical truth|necessary truths]]|[[linear algebra]]s|[[ ...

| [[Washington University in St. Louis]] (1935–1937) ...ctrical insulator]]s. These findings were later exploited by [[Bell Labs]] in the development of the [[Zener diode]], which was duly named after him.<ref ...

In [[mathematics]], an '''algebraic function''' is a [[Function (mathematics)|function]] that can be defined ...function <math>y = f(x),</math> that is [[Continuous function|continuous]] in its [[domain of a function|domain]] and satisfies a [[polynomial equation]] ...

{{Short description|Theorem in mathematical economics}} ...hen <math>x^*(\theta)=\arg\max_{x\in D}f(x,\theta)</math> is nondecreasing in ''θ''. The result is especially helpful for establishing comparative stati ...

...ematical articles. This article brings together the same content organized in a manner better suited for browsing. Lists cover aspects of basic and advanced mathematics, methodology, mathematical statements, integrals, general concepts, mathema ...

...rice for obtaining a certain level of [[utility]] given the price of goods in the [[Market (economics)|market]]. ...the context of consumer theory was first derived by [[Lionel W. McKenzie]] in 1957.<ref>{{cite journal |first=Lionel |last=McKenzie |title=Demand Theory ...

...tions in [[consumer]] choice and the [[theory of the firm]]. The [[Lemma (mathematics)|lemma]] relates the ordinary (Marshallian) [[Marshallian demand function|d ...dditional requirement that the indirect utility function is differentiable in all arguments. ...

...ntific laws named after people''' ([[eponymous laws]]). For other lists of eponyms, see [[eponym]]. | [[Benford's law]] || Mathematics || [[Frank Benford]] ...

...names. This is a listing of articles which explain some of these functions in more detail. There is a large theory of [[special functions]] which develop ...osine]], [[hacovercosine]], [[Inverse trigonometric functions]] etc.; used in [[geometry]] and to describe periodic phenomena. See also [[Gudermannian fu ...

...s and inventions|mathematical prediction]] of such astronomical phenomenon in the sky, not to its discovery). ...hers.<ref>For example, [[Henry Dudeney]] noted in his 1917 ''Amusements in Mathematics'' [https://archive.org/details/AmusementsInMathematicsDudeneyHenry/page/n31 ...

...njectures]], laws, and perhaps even the odd object) that are well known in mathematics, but which are not named for the originator. That is, these items on this l ...of this entire page! See the talk page for more information -->== Applied mathematics == ...