Characterising locally finite groups satisfying the strong Sylow Theorem for the prime p

Beschreibung

This publication presents the most essential portions of the author's German Diplomarbeit of 1984 and a "sprinkling" of new considerations and results as well which earnestly try to propose coming directions for (timeless and eternal) Sylow theory in (locally) finite groups. The 2nd edition provides quite a number of clarifications and corrections and adds the Chapter "Endnotes" which describes new proofs of historic relevance for the theorems of Lagrange and Cauchy on finite groups.

Autor*in

Felix F. Flemisch
Dipl.-Math. Felix F. Flemisch proudly received his degree Bacc.Math. in 1974 from the Albert-Ludwigs-Universität at lovely Freiburg im Breisgau, his degree M.Sc. in 1975 from the University of London, and finally his degree Dipl.-Math. at marvellous Freiburg i.Br. in 1985.

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conjugacy of maximal (= Sylow) p-subgroups locally finite group satisfying the (strong) Sylow Theorem for the prime p (very) good Sylow p-subgroup (minimal) p-uniqueness subgroup singular Sylow p-subgroup

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