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On Groups with Finite Involution and Locally Finite 2-Isolated Subgroup of Even Period

Mathematical Notes, 2001
A proper subgroup \(H\) of a group \(G\) is `strongly isolated' if for every nonidentity element \(g\in G\) the condition \(C_G(g)\cap H\neq 1\) implies \(C_G(g)\leq H\) and `\(2\)-isolated' if this condition holds for all \(C_G(g)\) which contain an involution. In the sixties finite groups with strongly isolated subgroups have been studied by W. Feit,
openaire   +2 more sources

Periodic Groups Saturated with Finite Simple Groups L4(q)

Algebra and Logic, 2022
Wenbin Guo, D V Lytkina, V D Mazurov
exaly  

Broadband locally resonant beams containing multiple periodic arrays of attached resonators

Physics Letters, Section A: General, Atomic and Solid State Physics, 2012
Yong Xiao, Jihong Wen
exaly  

Homogenization of Boundary-Value Problem in a Locally Periodic Perforated Domain

Applicable Analysis, 1998
G A Chechkin, Andrey Piatnitski
exaly  

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