Results 21 to 30 of about 159,166 (301)
Objective: To examine whether alternating training with both the non-paretic and paretic sides (alternating bilateral training), expecting trial-to-trial inter-limb transfer of training effects from the nonparetic to the paretic side, improves upper ...
Masashi Kumagai +8 more
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Torsion-free crystallographic groups with indecomposable holonomy group II. [PDF]
Let K be a principal ideal domain, G a finite group, and M a KG-module which is a free K-module of finite rank on which G acts faithfully. A generalized crystallographic group is a non-split extension C of M by G such that conjugation in C induces the G ...
Bódi, Viktor +3 more
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Infinite locally finite simple groups with many complemented subgroups [PDF]
We prove that the following families of (infinite) groups have complemented subgroup lattice: alternating groups, finitary symmetric groups, Suzuki groups over an infinite locally finite field of characteristic $2$, Ree groups over an infinite ...
Maria Ferrara, Marco Trombetti
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Background/Objectives: High-intensity interval training (HIIT) or moderate-intensity continuous training (MICT) alone has been shown to improve metabolic health, but the effects of alternating the two training approaches as often practiced in real life ...
Eric Tsz-Chun Poon +4 more
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Computations Stiefel-Whitney classes of real representations for non-prime power groups
In the current study, the researchers conduct computation of the Stiefel- Whitney classes of real representations of non-prime power groups such as Mathieu groups, symmetric groups, alternating groups and Janko groups.
Marwah Yasir
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Permutation statistics on the alternating group
45 ...
Amitai Regev, Yuval Roichman
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The gluing problem in the fusion systems of the symmetric, alternating and linear groups [PDF]
Peer ...
Libman, Assaf, Assaf Libman
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Huppert's Conjecture for alternating groups
20 ...
Christine Bessenrodt +2 more
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A basic set for the alternating group [PDF]
This article concerns the $p$-basic set existence problem in the representation theory of finite groups. We show that, for any odd prime $p$, the alternating group $\A_n$ has a $p$-basic set. More precisely, we prove that the symmetric group $\sym_n$ has a $p$-basic set with some additional properties, allowing us to deduce a $p$-basic set for $\A_n ...
Brunat, O. +1 more
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ALTERNATING AND SYMMETRIC GROUPS WITH EULERIAN GENERATING GRAPH
Given a finite group $G$ , the generating graph $\unicode[STIX]{x1D6E4}(G)$
ANDREA LUCCHINI, CLAUDE MARION
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