REDUCED FUSION SYSTEMS OVER 2-GROUPS OF SMALL ORDER KASPER K. S. ANDERSEN, BOB OLIVER, AND JOANA VENTURA Abstract. We prove, when S is a 2-group of order at most 29 , that each reduced fusion system over S is the fusion

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Date: 2016-06-17 01:47:32 Finite groups Focal subgroup theorem Sylow theorems P-group Index of a subgroup Abelian group XTR Simple group Center Quasidihedral group PSL Normal p-complement		REDUCED FUSION SYSTEMS OVER 2-GROUPS OF SMALL ORDER KASPER K. S. ANDERSEN, BOB OLIVER, AND JOANA VENTURA Abstract. We prove, when S is a 2-group of order at most 29 , that each reduced fusion system over S is the fusion Add to Reading List Source URL: www.math.univ-paris13.fr Download Document from Source Website File Size: 619,93 KB Share Document on Facebook

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