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20242026
most citedDistributional Topological Complexity and LS-category

6 citations · 12 across the 13 of their papers we have counts for

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math.AT2025

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…

math.AT2025

On distributional one-category, diagonal distributional complexity, and related invariants

Ekansh Jauhari, John Oprea

We develop the theory of probabilistic variants of the one-category and diagonal topological complexity, which bound the classical LS-category and topological complexity from below…

math.AT2025

Bochner-type theorems for distributional category

Ekansh Jauhari, John Oprea

We show that in the presence of a geometric condition such as non-negative Ricci curvature, the distributional category of a manifold may be used to bound invariants, such as the f…

math.AT2025

LS-category and sequential topological complexity of symmetric products

Ekansh Jauhari

The -th symmetric product of a topological space is the orbit space of the natural action of the symmetric group on the product space . In this paper, we compute…

math.GT2025

Curvature, macroscopic dimensions, and symmetric products of surfaces

Luca F. Di Cerbo, Alexander Dranishnikov, Ekansh Jauhari

We present a detailed study of the curvature and symplectic asphericity properties of symmetric products of surfaces. We show that these spaces can be used to answer nuanced questi…

math.AT2025

Homotopy connectivity of Čech complexes of spheres

Henry Adams, Ekansh Jauhari, Sucharita Mallick

Let be the -sphere with the geodesic metric and of diameter . The intrinsic Čech complex of at scale is the nerve of all open balls of radius in . In…