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...al]] field of infinite [[group theory]], the '''Nottingham group''' is the group ''J''('''F'''_''p'') or ''N''('''F'''_''p'') consistin with coefficients in '''F'''_''p''. The group multiplication is given by formal composition also called substitution. Tha ...

...ussian mathematician working in [[France]]. She specializes in [[geometric group theory]] and [[probability theory]], in particular, [[random walk]]s on gro ...he identity will a particule walking randomly on the [[Cayley graph]] of a group be after <math>n</math> steps, giving new examples with unexpected behavior ...

...April 1963 – 4 March 2008) was an Italian mathematician specializing in [[group theory]], and a researcher in mathematics at the [[University of Udine]].{{ ...Already as an undergraduate she began research into the theory of [[finite group]]s, and wrote an undergraduate thesis on the subject under the supervision ...

...abin]], [https://www.jstor.org/stable/1969933 ''Recursive unsolvability of group theoretic problems''], [[Annals of Mathematics]] (2), vol. 67, 1958, pp. 17 #''P'' is an abstract property, that is, ''P'' is preserved under [[group isomorphism]]. ...

...hütz: Life and Work|year=2018|volume=5|pages=125–138|journal=[[Advances in Group Theory and Applications]]|url=https://web.archive.org/web/20201124222354id_ ...–151 }}</ref> and determined the number of generators of a finite solvable group in terms of structure and embedding of the chief factors of the Eulerian fu ...

..., was an American mathematician who worked in [[algebraic K-theory]] and [[group theory]]. His career was spent as a professor in the Department of Mathema ...t/><ref name=cortacaobit/> His thesis on "Presentation for the Elementary Group and the Functor <math>K_2</math>" was done under [[Stephen M. Gersten]].<re ...

...Institute of Mathematics]], Budapest. He works in [[combinatorics]] and [[group theory]]. ...journal|last=Pyber and Łuczak|title=On Random Generation of the Symmetric Group|journal=Combinatorics, Probability and Computing|volume=2|issue=4|pages=505 ...

...as of September 2012. In the 1980s, he introduced the notion of a [[Selmer group]] for a [[p-adic Galois representation|''p''-adic Galois representation]] a [[Category:American number theorists]] ...

...tt group]] of quadratic forms over a field ''F'', then one can construct a group <math>k_n(F)</math> and an [[isomorphism]] <math>s_n : h_n(F) \to I^{n - 1} In 2007, Baeza and Arason found a [[group presentation]] of the groups <math>I^n(K)\subset W(K)</math>, generated by ...

...ptember 1987) was a French mathematician who worked on the theory of [[Lie group]]s in the context of [[p-adic analysis|{{nowrap|''p''-adic}} analysis]]. ...e-dimensional formal groups also gave rise to the field of [[Barsotti–Tate group|''p''-divisible groups]]. His major contributions were: ...

...ng Martin Isaacs''' (April 14, 1940 – 2025) was an American [[group theory|group theorist]] and [[representation theory|representation theorist]]. He was a ...o_conjecture|title = Isaacs-Navarro conjecture|publisher = Groupprops, The Group Properties Wiki|accessdate = May 25, 2014}}</ref> ...

...]]s, and [[Kleinian group]]s with their associated geometry, topology, and group theory. ...group|finitely generated]] then <math>G</math> must be [[Presentation of a group|finitely presented]]. ...

...n automorphism of a [[finitely generated group|finitely generated]] [[free group]] {{math|'''F'''}} then ...book|editor1=Gersten, S. M.|editor2=Stallings, John R.|title=Combinatorial Group Theory and Topology|url=https://archive.org/details/combinatorialgro00gers_ ...

*Foster, L. L. (1990). On the symmetry group of the dodecahedron. Mathematics Magazine, 63, 106–107. [[Category:American number theorists]] ...

...atical research, in the 1960s and 1970s, concerned the theory of [[abelian group]]s. In the 1990s, her interests shifted to [[fuzzy logic]] and [[fuzzy cont [[Category:Group theorists]] ...

...el Shulman; ''[https://arxiv.org/abs/1301.3443 Calculating the fundamental group of the circle in homotopy type theory]''. January 15, 2013. [[Category:Category theorists]] ...

*Computational group theory ...New Zealand, known for his work in [[computational group theory]] and [[p-group|{{mvar|p}}-groups]]. ...

...e journal|doi=10.1090/S0002-9939-1958-0104756-2|title=A semi-simple matrix group is of type <math>I</math>|journal=Proceedings of the American Mathematical [[Category:Operator theorists]] ...

title=An Application of Elementary Group Theory to Central Solitaire| ...R. Camina at [[zbMATH Open]]</ref> a <math>B</math>-injector in a [[finite group]] G to be any maximal nilpotent subgroup <math>B</math> of <math>G</math> s ...

...s, Gelfand–Kirillov dimension, Coxeter groups, Artin groups, combinatorial group theory, monomial algebras, arithmetic of algebraic groups * Computations of [[fundamental group|fundamental groups]] of [[Galois cover|Galois covers]] of various [[algebra ...