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[[Category:Eponymous indices]] [[Category:Index numbers]] ...

...ite tech report |first=Jerome A. |last=Solinas |title=Generalized Mersenne Numbers |number=CORR-99-39 |institution=Center for Applied Cryptographic Research, This class of numbers encompasses a few other categories of prime numbers: ...

Candido devised his eponymous identity to prove that ...s|chapter=Candido's Identity and the Pell Family|title=Pell and Pell-Lucas Numbers with Applications|year=2014|page=169|url=https://books.google.com/books?id= ...

This is an eponymous album as he used one of his stage names, Aleph-1. The concept of the album ...

...urnal|last=Feldman|first=Naum|date=2000|title=Algebraic and transcendental numbers|url=http://static.nsta.org/pdfs/QuantumV10N6.pdf|journal=Quantum|volume=10| ...9|bibcode=1967RuMaS..22....1F}}</ref><ref>{{cite book|title=Transcendental Numbers|url=https://archive.org/details/numbertheorytran00pars|url-access=limited|l ...

Here, <math>\bullet</math> stands for arbitrary numbers, and the vectors [[Category:Eponymous algorithms]] ...

...s, their new positions can be described by a system of <math>n</math> real numbers, the offsets of each line from its original position. For each triangular f [[Category:Eponymous theorems of geometry]] ...

...ralty (United Kingdom)|Admiralty]] and [[Colonial Office]] even though the numbers of their ships and colonies were declining. * [[List of eponymous laws]] ...

{{short description|Combinatorial sequence of numbers}} In [[mathematics]], the '''Dedekind numbers''' are a rapidly growing [[integer sequence|sequence of integers]] named af ...

|parentsequence=Proth numbers, [[prime numbers]] ...Cite arXiv|eprint=0812.2596|title=Deterministic Primality Proving on Proth Numbers|last1=Sze|first1=Tsz-Wo|class=math.NT|year=2008}}</ref> The first few Proth ...

...probability theory]], such as the very first version of the [[law of large numbers]]: indeed, it is widely regarded as the founding work of that subject. It a ...connected to the burgeoning subject: the derivation and properties of the eponymous [[Bernoulli number]]s, for instance. Core topics from probability, such as ...

...ay |last2=Guy |first2=R.K. |author-link2=Richard K. Guy |title=The Book of Numbers |year=1996 |publisher=Springer-Verlag |location=New York|page=206|contribut [[Category:Eponymous geometric shapes]] ...

...nd characterised by very large Reynolds numbers. Due to the large Reynolds numbers characteristic in open channel flow, the channel [[shear stress]] proves to [[Category:Eponymous equations of physics]] ...

goes to zero at an infinite set of complex numbers when <math>e < 1,</math> the nearest to zero being at <math>E=\pm i\cosh^{- [[Category:Eponymous equations of physics]] ...

...Cooke]] and [[Charles Wheatstone]], best known to schoolchildren from the eponymous [[Wheatstone bridge]]. Their collaboration was not a happy one because the ...t can be inferred since he gives another code in both tick-mark glyphs and numbers.</ref><ref>{{multiref|Shaffner, page 204–205 (five-needle)|Shaffner, pages ...

...l [[Double-precision floating-point format|double-precision floating point numbers]]; moreover, the support for distributions with different means are not ide ...|publisher=USENIX Association |pages=69–81}}</ref> Handling of [[Denormal numbers|subnormals]] can be particularly slow, as much as by ×100 compared to the t ...

...research success |url= https://www.timeshighereducation.com/news/truth-in-numbers-study-pinpoints-critical-mass-for-research-success/412390.article?storycode ...2012 |title= Jul 26 2012 |url=https://www.irishtimes.com/news/study-finds-numbers-add-up-in-irish-epic-1.727798 |work= |location= |access-date=7 July 2023}}< ...

...into ''C'' can be done using number of pieces equal to the product of the numbers needed for taking ''A'' into ''B'' and for taking ''B'' into ''C''. ...sup>''n''−1</sup> can be partitioned into as many pieces as there are real numbers (that is, <math>2^{\aleph_0}</math> pieces), so that each piece is equideco ...

...the first to document the rules of addition and multiplication of complex numbers ...ldi]] (1548–1626), mathematician, discovered the sixth and seventh perfect numbers; his discovery of the 7th (for p=19) held the record for the largest known ...

...="Bertsekas82" /> In probability, it can be used to prove a [[law of large numbers]] for [[stochastic geometry|random sets]].<ref name="ArtsteinVitale" /> ...system]] in which every point is identified by an [[ordered pair]] of real numbers, called "coordinates", which are conventionally denoted by&nbsp;{{Mvar|x}} ...