activity
20152021
most citedEquivariant cohomology for cyclic groups of square-free order

4 citations · 5 across the 4 of their papers we have counts for

collaborators

7 papers

math.AT2021

Non-trivial extensions in equivariant cohomology with constant coefficients

Samik Basu, Surojit Ghosh

In this paper, we prove some computational results about equivariant cohomology over the cyclic group of prime power order. We show that there is an inductive formula whe…

math.AT2020★ 4 cited

Equivariant cohomology for cyclic groups of square-free order

Samik Basu, Surojit Ghosh

The main objective of this paper is to compute -graded cohomology of -orbits for the group , where is a product of distinct primes. We compute these groups for…

math.AT2020

Mapping algebras and the Adams spectral sequence

David Blanc, Surojit Ghosh

The -term of the Adams spectral sequence for may be described in terms of its cohomology , together with the action of the primary operations $…

math.AT2019★ 1 cited

Structure of -cohomology of points and slice tower

Surojit Ghosh

The additive structure of the -graded Bredon cohomology with coefficients in the constant Mackey functor was computed in \cite{BG19}. Using that computation, the…

math.AT2019

Bredon cohomology of finite dimensional -spaces

Samik Basu, Surojit Ghosh

For finite dimensional free -spaces, the calculation of the Bredon cohomology ring as an algebra over the cohomology of is used to prove the non-existence of certain $C_…

math.AT2016

Computations in -Bredon cohomology

Samik Basu, Surojit Ghosh

In this paper, we compute the -graded cohomology of -orbits. We deduce that in all the cases the Bredon cohomology groups are a function of the fixed point dime…

math.AT2015

Equivariant maps related to the topological Tverberg conjecture

Samik Basu, Surojit Ghosh

Using equivariant obstruction theory we construct equivariant maps from certain classifying spaces to representation spheres for cyclic groups, product of elementary Abelian groups…