Lζ -modules and a theorem of Jon Carlson
Date
2004
Authors
Altunbulak, Fatma
Editor(s)
Advisor
Yalçın, Ergün
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Abstract
In this thesis, we study Lζ -modules, and using some exact sequences involving Lζ -modules, we give an alternative proof to a theorem by Jon Carlson which says that any ZG-module is a direct summand of a module which has a filtration by modules induced from elementary abelian subgroups.
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Keywords
Lζ -modules,, exact sequences., elementary abelian p-subgroups, projective resolutions, injective module, projective module, cohomology
Degree Discipline
Mathematics
Degree Level
Master's
Degree Name
MS (Master of Science)
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Language
English
Type
Thesis