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...]]s are finite, and in the proof of [[Mihăilescu's theorem]] {{harv|Schoof|2008}}. ...tomic units, and let <math>Cl^+</math> be its class group. If <math>\theta\in\mathbb Z[G^+]</math> annihilates <math>E/CE^q</math> then it annihilates <m ...

| image = Ulrike Tillmann in 2018 (cropped).jpg ...aic curves]]. She was the president of the [[London Mathematical Society]] in the period 2021–2022. ...

| birth_place = London | alma_mater = [[University College London]], [[Bedford College, London|Bedford College]] ...

...The concept is named after [[Helmut Hasse]]. The invariant plays a role in [[local class field theory]]. ...at any automorphism of ''L'' is induced by a conjugation in ''D''. Take γ in ''D'' such that conjugation by γ induces the Frobenius automorphism of ''L' ...

...solution to the [[concentration (chemistry)|concentration]] of the polymer in solution. It is named after [[Maurice Loyal Huggins|Maurice L. Huggins]]. T ...hapman & Hall|location=London|isbn=0412608707|page=249|edition=2nd}}</ref> In isolation, <math>n_s</math> is the specific viscosity of a solution at a gi ...

{{short description|Offers a substitute for the absence of excision in homotopy theory}} ...em''' offers a substitute for the absence of [[Excision theorem|excision]] in [[homotopy theory]]. More precisely, let <math>(X; A, B)</math> be an [[exc ...

In [[graph theory]], the '''Tutte matrix''' ''A'' of a [[graph (discrete mathe : <math>A_{ij} = \begin{cases} x_{ij}\;\;\mbox{if}\;(i,j) \in E \mbox{ and } i<j\\ ...

...is a [[mathematical theorem]] in [[sieve theory]]. It is a key ingredient in proofs of [[Chen's theorem]] on [[Goldbach's conjecture]].<ref name="Nathan ...com/books?id=8HA7l7i6SRkC |accessdate=2009-03-14 | series=[[Graduate Texts in Mathematics]] |volume=164 |year=1996 |publisher=[[Springer-Verlag]] | isbn= ...

...gory theory]], a '''semi-abelian category''' is a [[pre-abelian category]] in which the induced [[morphism]] <math>\overline{f}:\operatorname{coim}f\righ The two properties used in the definition can be characterized by several equivalent conditions.<ref>K ...

...nite number of terms'')<ref>I. Grattan-Guinness 2005 – ''Landmark writings in Western mathematics 1640–1940'' – 1022 pages (Google eBook) [https://books. Composed in 1669,<ref name=" Boyer & Merzbach ">Carl B. Boyer, [[Uta Merzbach|Uta C. Me ...

| thesis_title = Topics in arithmetic combinatorics ...ety]]|author=Anon|year=2017|title=Dr Tom Sanders, Research Fellow|location=London}} One or more of the preceding sentences incorporates text from the royalso ...

...|doi-access= }}</ref> Tests on the UK's national supercomputer [[HECToR]] in 2009 demonstrated the capability of the code to perform ground-state calcul ...make the problem computationally tractable, the density matrix is written in separable form:<br /> ...

...s|website=asegrad.tufts.edu|access-date=2019-05-07}}</ref> She specializes in [[algebraic geometry]], especially [[Moduli space#Moduli of vector bundles| Teixidor i Bigas was born in [[Barcelona]] in 1958. She earned a bachelor's degree and PhD from the [[University of Barce ...

...ory theory]], a '''quasi-abelian category''' is a [[pre-abelian category]] in which the [[pushout (category theory)|pushout]] of a [[kernel (category the ...f: X\rightarrow Y</math> and every morphism <math>h: X\rightarrow Z</math> in the pushout diagram ...

...{cite book|last=Merkel|first=Manfred|title=Taschenbuch der Werkstoffe|date=2008|publisher=[[Fachbuchverlag Leipzig im Carl Hanser Verlag]]|location=München Both factors {{mvar|τ}} and {{mvar|σ}} are measured in stress units, which is calculated the same way as [[pressure]] ([[force]] d ...

In [[mathematics]], '''Hadjicostas's formula''' is a formula relating a certai ...bsp;=&nbsp;1. This led Petros Hadjicostas to conjecture the above formula in 2004,<ref>{{cite arXiv|first1=P.|last1=Hadjicostas|eprint=math.NT/0405423|t ...

In [[abstract algebra]], a '''commutant-associative algebra''' is a [[Algebra In other words, an algebra ''M'' is commutant-associative if the commutant, i. ...

...on#Modular arithmetic|congruence]]s. It was developed by [[Atle Selberg]] in the 1940s. ...ple]]. Selberg replaced the values of the [[Möbius function]] which arise in this by a system of weights which are then optimised to fit the given probl ...

| workplaces = {{ubl|[[University of Bonn]]||[[Imperial College London]]|[[Institute for Advanced Study]]|[[Princeton University]]|[[University of [[New Horizons in Mathematics Prize]] (2023)}} ...

...be used because ferrimagnetic material becomes [[anisotropy|anisotropic]] in the presence of a magnetizing field. ...plications|url=https://books.google.com/books?id=lqHsnZoa7wAC&pg=PA93|year=2008|publisher=Wiley|isbn=978-0-470-19172-9|page=93}}</ref> ...