Proposes a refinement of the McKay conjecture and proves it for symmetric groups.
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Conjectures propose that the sets Irr^x(G) and subgroups Sub_G(x) are the natural objects attached to p-elements x for studying local character values in block theory.
A survey of Rickard's derived Morita theory, its influence on compactly generated triangulated categories, and its role in Broué's abelian defect group conjecture, including an alternative proof approach via completion.
citing papers explorer
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McKay bijections and character degrees
Proposes a refinement of the McKay conjecture and proves it for symmetric groups.
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The Main Problem of Block Theory: Picky Elements and Subnormalizers
Conjectures propose that the sets Irr^x(G) and subgroups Sub_G(x) are the natural objects attached to p-elements x for studying local character values in block theory.
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Rickard's Derived Morita Theory: Review and Outlook
A survey of Rickard's derived Morita theory, its influence on compactly generated triangulated categories, and its role in Broué's abelian defect group conjecture, including an alternative proof approach via completion.