2 citations · 2 across the 26 of their papers we have counts for
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Equivariant homotopic distance
Navnath Daundkar, J. M. García-Calcines
We introduce and study the notion of \emph{equivariant homotopic distance} between -maps . We show that the equivariant Lusternik-Schnirelmann cat…
On the complexity of parametrized motion planning algorithms
Navnath Daundkar, Ekansh Jauhari
We study a probabilistic variant of the r-th sequential parametrized topological complexity, which bounds this classical invariant from below and measures the difficulty in constru…
On the topological complexity of directed parametrized motion planning
Sutirtha Datta, Navnath Daundkar, Abhishek Sarkar
We introduce and study a parametrized analogue of the directed topological complexity, originally developed by Goubault, Farber, and Sagnier. We establish the fibrewise basic dihom…
Parametrized homotopic distance
Navnath Daundkar, J. M. García-Calcines
We introduce the concept of parametrized homotopic distance, extending the classical notion of homotopic distance to the fibrewise setting. We establish its correspondence with the…