Bob Oliver

Subgroup Families Controlling p-Local Finite Groups

A

Construction of 2–local finite groups of a type studied by Solomon and Benson

p

The completion theorem in K-theory for proper actions of a discrete group

-local finite group consists of a finite

Equivalences of classifying spaces completed at odd primes

p

Reduced, tame and exotic fusion systems

-group

Equivalences of classifying spaces completed at the prime two

S

Chern characters for the equivariant K-theory of proper G-CW-complexes

, together with a pair of categories which encode ?conjugacy? relations among subgroups of

SATURATED FUSION SYSTEMS OVER 2-GROUPS

S

p-Stubborn subgroups of classical compact Lie groups

, and which are modelled on the fusion in a Sylow

Vector bundles over classifying spaces of compact Lie groups

p