Papers by Geoff Robinson

Algebraic groups and their representations (Cambridge, 1997), 213-232,
NATO Adv. Sci. Inst. Ser. C Math. Phys. Sci., 517,
Kluwer Acad. Publ., Dordrecht, 1998.

dvi; abstract

On a projective generalization of Alperin's conjecture

Algebras and Representation Theory 1 (1998), 129-134.

dvi; abstract

Further consequences of conjectures like Alperin's

J. Group Theory 1 (1998), 131-141.

dvi; abstract

Further reductions for the k(GV)-problem

J. Algebra 195 (1997), 141-150.

Papers by Geoff Robinson

Carter subgroups, amalgams, simple groups and the Zp*-theorem

On the finite irreducible subgroups of GL(11,ℂ)

Generalized characters whose values on non-identity elements are roots of unity

Endotrivial irreducible lattices

Bounding the size of permutation groups and complex linear groups of odd order

On simple endotrivial modules

Involutions, weights and p-local structure

Reduction (mod q) of fusion system amalgams

On the minimal norm of a non-regular generalized character of an arbitrary finite group

Central units in blocks and the odd Zp*-theorem

On the focal defect group of a block, characters of height zero, and lower defect group multiplicities

Large character heights, Qd(p), and the ordinary weight conjecture

Amalgams, blocks, weights, fusion systems and finite simple groups

On generalized characters of nilpotent groups

A subgroup of SO(3,R) generated by rotations of orders 4 and 8

On Brauer's k(B)-problem for blocks of p-solvable groups with non-Abelian defect groups

Weight conjectures for ordinary characters

Bounding numbers and heights of characters in p-constrained groups

More cancellation theorems related to conjectures of Alperin and Dade

Cancellation theorems related to conjectures of Alperin and Dade

Lifting to non-integral idempotents

Dade's projective conjecture for p-solvable groups

Arithmetical properties of blocks

On a projective generalization of Alperin's conjecture

Further consequences of conjectures like Alperin's

Further reductions for the k(GV)-problem

Carter subgroups, amalgams, simple groups and the Z_p*-theorem

Central units in blocks and the odd Z_p^*-theorem