4 citations · 8 across the 6 of their papers we have counts for
8 papers · 1 filter
On the mod-2 cohomology of some 2-Postnikov towers
Nguyen The Cuong, Lionel Schwartz
The present note presents some results about the mod-2 cohomology, modulo nilpotent elements elements of the fiber E of a decomposable map : K(Z, 2) K(Z/2, p). Th…
Lannes' t functor on injective unstable modules and harish-chandra restriction
Vincent Franjou, Dang Ho Hai Nguyen, Lionel Schwartz
In the 1980's, the magic properties of the cohomology of elementary abelian groups as modules over the Steenrod algebra initiated a long lasting interaction between topology and mo…
Takayasu cofibrations revisited
Dang Ho Hai Nguyen, Lionel Schwartz
This note gives a new construction of Takayasu's cofibrations.
Questions and conjectures about the modular representation theory of the general linear group GLn(F2) and the Poincaré series of unstable modules
Delamotte Kirian, Dang Ho Hai Nguyen, Dang Ho Hai Ndhh Nguyen +1
This note is devoted to some questions about the representation theory over the finite field of the general linear groups and Poincaré series of…
Around conjectures of N. Kuhn
Nguyen The Cuong, Gérald Gaudens, Geoffrey Powell +1
We discuss two extensions of results conjectured by Nick Kuhn about the non-realization of unstable algebras as the mod singular cohomology of a space, for a prime. The fir…
Some finiteness results in the category U
Nguyen The Cuong, Lionel Schwartz
This note investigate some finiteness properties of the category U of unstable modules. One shows finiteness properties for the injective resolution of finitely generated unstable…
Realizing a complex of unstable modules
Nguyen D. H. Hai, Lionel Schwartz
In a preceding article the authors and Tran Ngoc Nam constructed a minimal injective resolution of the mod 2 cohomology of a Thom spectrum. A Segal conjecture type theorem for this…
Equivariant stable stems for prime order groups
Markus Szymik
For groups of prime order, equivariant stable maps between equivariant representation spheres are investigated using the Borel cohomology Adams spectral sequence. Features of the e…