0000000000161570

AUTHOR

Olaf Manz

showing 8 related works from this author

Orbit sizes ofp-groups

1990

General MathematicsAstronomyOrbit (control theory)MathematicsArchiv der Mathematik
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Some applications of a fundamental theorem by Gluck and Wolf in the character theory of finite groups

1986

AlgebraFundamental theoremCompact groupGroup (mathematics)General MathematicsSimple groupCharacter theoryClassification of finite simple groupsCA-groupGroup theoryMathematicsMathematische Zeitschrift
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Prime Factors of Character Degrees of Solvable Groups

1987

CombinatoricsCharacter (mathematics)Solvable groupGeneral MathematicsPrime factorNilpotent groupMathematicsBulletin of the London Mathematical Society
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Degree problems II π - separable character degrees

1985

Pure mathematicsAlgebra and Number TheoryCharacter (mathematics)Degree (graph theory)MathematicsSeparable spaceCommunications in Algebra
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Degree-problems I squarefree character degrees

1985

Pure mathematicsCharacter (mathematics)Degree (graph theory)General MathematicsSquare-free integerMathematicsArchiv der Mathematik
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A note on character degrees of solvable groups

1987

CombinatoricsCharacter (mathematics)Solvable groupGeneral MathematicsNilpotent groupMathematicsArchiv der Mathematik
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On the Modular Version of Ito’s Theorem on Character Degrees for Groups of Odd Order

1987

One of the most useful theorems in classical representation theory is a result due to N. Ito, which can be stated using the classification of the finite simple groups in the following way.THEOREM (N. Ito, G. Michler). Let Irr (G) be the set of all irreducible complex characters of the finite group G and q be a prime number. Then if and only if G has a normal, abelian Sylow-q-subgroup.

Pure mathematics010308 nuclear & particles physicsbusiness.industryGeneral Mathematics010102 general mathematicsOrder (ring theory)Modular design01 natural sciencesAlgebraCharacter (mathematics)0103 physical sciences0101 mathematicsbusinessMathematicsNagoya Mathematical Journal
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On the loewy series of the group algebra of groups of smallp-Length∗

1989

(1989). On the loewy series of the group algebra of groups of small p-Length. Communications in Algebra: Vol. 17, No. 5, pp. 1249-1274.

AlgebraCombinatoricsAlgebra and Number TheorySeries (mathematics)Quaternion groupGroup algebraAlgebra over a fieldCycle graph (algebra)Z-groupMathematicsGroup ringCommunications in Algebra
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