Search results

...n [[algebraic geometry]], and more general '''elementary topoi''' are used in [[Mathematical logic|logic]]. ==Grothendieck topos (topos in geometry)== ...

{{short description|Large multi-threaded computer released in 1960}} | type = Large-scale [[mainframe]] computer ...

...epresentative of the so-called [[Model-based design|model-based]] approach in [[:en:RAMS|reliability]] engineering. Since its version 3.0, it is develope ...entrale de Nantes et de l'Université de Nantes|volume=|pages=|via=}}</ref> In a word, AltaRica Data-Flow reached scientific and industrial<ref>{{Cite jou ...

{{About|the mathematical concept|number words denoting a position in a sequence ("first", "second", "third", etc.)|Ordinal numeral}} In [[set theory]], an '''ordinal number''', or '''ordinal''', is a generalizat ...

...[[Ptolemy's table of chords|calculation of chords]], while mathematicians in India created the earliest-known tables of values for trigonometric ratios Throughout history, trigonometry has been applied in areas such as [[geodesy]], [[surveying]], [[celestial mechanics]], and [[na ...

...nerally challenging. TDA provides a general framework to analyze such data in a manner that is insensitive to the particular [[metric (mathematics)|metri ...code = 2011InvPr..27a0101E| s2cid=250913810 }}</ref> forms a closed circle in state space. TDA provides tools to detect and quantify such recurrent motio ...

...-order logic]] as {{nowrap|<math>\exist x (M(x) \land B(x))</math>}}.{{efn|In first-order logic notation, <math>\exist</math> indicates that some element ...formalization since it analyzes the cogency of ordinary language arguments in their original form. Natural language formalization is distinguished from l ...

...ean algebra is therefore a formal way of describing [[logical operation]]s in the same way that elementary algebra describes numerical operations. ...d is provided for in all modern [[programming language]]s. It is also used in [[set theory]] and [[statistics]].<ref name="Givant-Halmos_2009"/> ...

...m]] in [[pure mathematics]].{{sfnp|Bombieri|2000}} It is of great interest in [[number theory]] because it implies results about the distribution of [[pr ...lion for a solution to any of them. The name is also used for some closely related analogues, such as the [[Riemann hypothesis for curves over finite fields]] ...

{{Short description|17th-century conjecture proved by Andrew Wiles in 1994}} ...'s Last Theorem''' (sometimes called '''Fermat's conjecture''', especially in older texts) states that no three [[positive number|positive]] [[integer]]s ...

...oposition, asserting that all members of the subject category are included in the predicate category; symbolized as "All S are P".<ref>{{Cite web |title= ...based on the best available explanation for a set of premises. Often used in hypothesis formation.}} ...