Finite Groups Whose 2-Subgroups Are Generated by at Most 4...

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Finite Groups Whose 2-Subgroups Are Generated by at Most 4 Elements

Daniel Gorenstein, Koichiro Harada

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سب زمرہ:

سال:

1974

ناشر کتب:

Amer Mathematical Society

زبان:

english

صفحات:

464

ISBN 10:

0821818473

ISBN 13:

9780821818473

سیریز:

Memoirs AMS 147

فائل:

DJVU, 6.73 MB

IPFS:

,

english, 1974

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Yakov G. Berkovich, Zvonimir Janko — Groups of Prime Power Order Volume 4

Walter Feit, John Thompson — Solvability of Groups of Odd Order

Flavell P.J. — A Hall-Higman-Shult Type Theorem for Arbitrary Finite Groups

Flavell P.J. — Finite groups in which every two elements generate a soluble subgroup

G Higman — Odd characterisations of finite simple groups

Gagen T. M., Hitchin N. J. (Ed) — Topics in Finite Groups

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Martin Beynon Powell, Graham Higman — Finite simple groups: proceedings of an instructional conference organized by the London Mathematical Society

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Michio Suzuki — Group theory 2

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Hans Kurzweil, Bernd Stellmacher — The Theory of Finite Groups: An Introduction

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Terrence Gagen, Mark P. Hale and Ernest E. Shult (Eds.) — Finite Groups '72, Proceedings of the the Gainesville Conference on Finite Groups

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