A conjecture on product decompositions in simple groups | Zendy

Martin W. Liebeck | Zendy; Nikolay Nikolov | Zendy; Aner Shalev | Zendy

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A conjecture on product decompositions in simple groups

Author(s) -

Martin W. Liebeck,

Nikolay Nikolov,

Aner Shalev

Publication year - 2010

Publication title -

groups geometry and dynamics

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 1.05

H-Index - 25

eISSN - 1661-7215

pISSN - 1661-7207

DOI - 10.4171/ggd/107

Subject(s) - mathematics , conjecture , simple (philosophy) , simple group , conjugate , product (mathematics) , class (philosophy) , classification of finite simple groups , combinatorics , free product , pure mathematics , group (periodic table) , discrete mathematics , group of lie type , group theory , mathematical analysis , computer science , geometry , philosophy , epistemology , artificial intelligence , chemistry , organic chemistry

We propose a conjecture concerning decompositions of finite simple groups as products of conjugate subgroups, and prove it for a large class of maximal subgroups. © European Mathematical Society

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