Results 21 to 30 of about 229,870 (85)
The class of evolving groups is defined and investigated, as well as their connections to examples in the field of Galois cohomology. Evolving groups are proved to be Sylow Tower groups in a rather strong sense.
Stanojkovski, Mima
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Lie algebras with given properties of subalgebras and elements
Results about the following classes of finite-dimensional Lie algebras over a field of characteristic zero are presented: anisotropic (i.e., Lie algebras for which each adjoint operator is semisimple), regular (i.e., Lie algebras in which each nonzero ...
AG Gein, DA Towers, S Garibaldi
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S-Permutability, Semipermutability, c-Normality And c-Permutability Of Subgroups In Finite Groups [PDF]
All groups and subgroups considered in this thesis are nite. In this thesis, some new theories and related proofs on S-permutable (also referred to as Sylow per- mutable), semipermutable, c-normal and c-permutable subgroups of a nite group G are ...
Al-Sharo, Doa'a Mustafa
core
On the homotopy Lie algebra of an arrangement
Let A be a graded-commutative, connected k-algebra generated in degree 1. The homotopy Lie algebra g_A is defined to be the Lie algebra of primitives of the Yoneda algebra, Ext_A(k,k). Under certain homological assumptions on A and its quadratic closure,
Denham, Graham, Suciu, Alexander I.
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Branes in Anti de Sitter Space-Time [PDF]
An intense study of the relationship between certain quantum theories of gravity realized on curved backgrounds and suitable gauge theories, has been originated by a remarkable conjecture put forward by Maldacena almost one year ago.
Trigiante, M.
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Antichain cutsets of strongly connected posets
Rival and Zaguia showed that the antichain cutsets of a finite Boolean lattice are exactly the level sets. We show that a similar characterization of antichain cutsets holds for any strongly connected poset of locally finite height.
A Aramova +20 more
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A new kind of polynomials for finite groups
Let Property X be a certain property of some finite groups; for instance, nilpotent, supersolvable, solvable et cetera. The Thompson-like problem asks whether for two finite groups G1\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym}
A. K. Asboei, C. Anabanti
semanticscholar +1 more source
A new algorithm for fast generalized DFTs
We give an new arithmetic algorithm to compute the generalized Discrete Fourier Transform (DFT) over finite groups $G$. The new algorithm uses $O(|G|^{\omega/2 + o(1)})$ operations to compute the generalized DFT over finite groups of Lie type, including ...
Hsu, Chloe Ching-Yun, Umans, Chris
core
Character degree sums of finite groups [PDF]
Maróti, Attila, Nguyen, Ngoc Hung
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