8 citations · 14 across the 7 of their papers we have counts for
7 papers
An algebraic -equivariant Bézout's theorem
Steven R. Costenoble, Thomas Hudson, Sean Tilson
Bézout's theorem, nonequivariantly, can be interpreted as a calculation of the Euler class of a sum of line bundles over complex projective space, expressing it in terms of the ran…
Steenrod operations and A-module extensions
Robert Bruner, Christian Nassau, Sean Tilson
Explicit extensions representing cocycles are useful in calculating Steenrod operations $Sq^i : Ext_{A}^{s,t}(F_2,F_2) \longrightarrow Ext_{A}^{s+i,2…
The -equivariant cohomology of complex projective spaces
Steven R. Costenoble, Thomas Hudson, Sean Tilson
We compute the equivariant cohomology of complex projective spaces associated to finite-dimensional representations of , using ordinary cohomology graded on representations of…
The Homology of Connective Morava -theory with coefficients in
Lukas Katthän, Sean Tilson
Let be the connective cover of the Morava -theory spectrum of height . In this paper we compute its homology for any prime and $n \leq…
Squaring operations in the -graded and real motivic Adams spectral sequences
Sean Tilson
In this paper we establish a formula for computing where is a permanent cycle in the -equivariant Adams spectral sequence or the motivic Adams spectral sequ…
Power operations in the Kunneth spectral sequence and commutative HFp-algebras
Sean Tilson
In this paper, we prove the multiplicativity of the Künneth spectral sequence. This is established by an analogue of the Comparison Theorem from homological algebra, which we suspe…
On the moduli space of A-infinity structures
John R. Klein, Sean Tilson
We study the moduli space of A-infinity structures on a topological space as well as the moduli space of A-infinity-ring structures on a fixed module spectrum. In each case we show…