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Group theory / Homological algebra / Representation theory / Sylow theorems / Modular representation theory / Injective module / Symmetric group / Abelian group / Module / Abstract algebra / Algebra / Module theory


The group of endotrivial modules for the symmetric and alternating groups
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Document Date: 2011-01-27 19:17:46

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City

Aberdeen / buļ¬€alo / /

Company

Ns Sa / Q. / Sn / G. We / Ps / N/P / /

Country

United Kingdom / /

Currency

pence / /

/

Event

Product Recall / Product Issues / /

Facility

University of Georgia / Mathematics Building / Lancaster University / University of Aberdeen / /

IndustryTerm

factor / semidirect product / direct product / iterated wreath products / nite groups / symmetric and alternating groups / algebra software / tensor product / symmetric / wreath product / /

Organization

Lancaster University / University of Georgia / Athens / University of Aberdeen / Edinburgh Mathematical Society / USA Department of Mathematics / Department of Mathematics / SUNY / Department of Mathematical Sciences / /

Person

N. Mazza Suppose / N. Mazza Here / J. F. Carlson / D. J. Hemmer / N. Mazza / DAVID J / /

Position

correspondent / kH-Green correspondent / kS-Green correspondent / kAGreen correspondent / /

Product

ps / Torsion-free complements / Endotrivial / Magma / Sps / using the algebra software Magma / /

ProvinceOrState

Nova Scotia / Massachusetts / /

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