Courses given during the school
(9–14 August 2004)

John Hubbuck

Invariant theory and the Steenrod
algebra

Haynes Miller

The theory of p–compact
groups

Stewart Priddy

Stable splittings of classifying
spaces of finite groups

Talks given during the conference
(16–20 August 2004)

Tilman Bauer

Adjoint spaces and flag varieties
of p–compact groups

Carles Broto

Cohomology of exotic finite
Chevalley p–local finite groups

Jesper Grodal

Root systems for p–compact
groups

Lê Minh Hà

Robinson bicomplex revisited

HansWerner Henn

The cohomology of the second
Morava stabilizer group at p=2 revisited

Kenshi Ishiguro

Classifying spaces of compact Lie
groups that are p–compact for a set of prime
numbers

Masaki Kameko

Mui's invariants and Milnor's
operations

Nick Kuhn

The cohomology of G as an
Out(G)–module, from the unstable point of
view

John Martino

Homotopy equivalence of posets of
subgroups of compact Lie groups

Mamoru Mimura

Stiefel–Whitney classes and
representations of the exceptional Lie group
E_{8}

Phạm Anh
Minh

Any nilpotency degree occurs in
mod–p cohomology of p–groups

Trần Ngọc Nam

The cohomology of some
classifying spaces

Mara Neusel

Inseparable extensions over the
Steenrod algebra

Dietrich Notbohm

Simplicial complexes, Stanley
Reisner algebras and topological interpretations

John Palmieri

The complete lambda algebra

Geoffrey Powell

Endomorphisms of the cohomology
of Eilenberg–MacLane spaces

Peter Symonds

Permutation complexes for
profinite groups

Michishige Tezuka

On the mod–ℓ
cohomology of finite Chevalley groups

Antonio Viruel

All p–local finite groups
of rank two for odd prime p

Frank Williams

Presentations of algebras and
modules over the Steenrod algebra

Nobuaki Yagita

Stable splitting and cohomology
of p–local finite groups associated to the
extraspecial p–group order p^{3} and
exponent p
