2 citations · 2 across the 26 of their papers we have counts for
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Equivariant and invariant parametrized topological complexity
Ramandeep Singh Arora, Navnath Daundkar
For a -equivariant fibration , we introduce and study the invariant analogue of Cohen, Farber and Weinberger's parametrized topological complexity, called the i…
Higher topological complexity of planar polygon spaces having small genetic codes
Sutirtha Datta, Navnath Daundkar, Abhishek Sarkar
We study the higher (sequential) topological complexity, a numerical homotopy invariant for the planar polygon spaces. For these spaces with a small genetic codes and dimension …
Sectional category with respect to group actions and sequential topological complexity of fibre bundles
Ramandeep Singh Arora, Navnath Daundkar, Soumen Sarkar
Let be a -space. In this paper, we introduce the notion of sectional category with respect to . As a result, we obtain -homotopy invariants: the LS category with respe…
Equivariant parametrized topological complexity
Navnath Daundkar
In this paper, we define and study an equivariant analogue of Cohen, Farber and Weinberger's parametrized topological complexity. We show that several results in the non-equivarian…
Sequential parametrized topological complexity of group epimorphisms
Navnath Daundkar
We introduce and study the sequential analogue of Grant's parametrized topological complexity of group epimorphisms, which generalizes the sequential topological complexity of grou…
LS-category and topological complexity of real torus manifolds and Dold manifolds of real torus type
Koushik Brahma, Navnath Daundkar, Soumen Sarkar
The real torus manifolds are a generalization of small covers, and the Dold manifolds of real torus type are a class of non-trivial fibre bundles over the projective product spaces…