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20112026
most citedA Solution to the Lonely Runner Conjecture for Almost All Points

4 citations · 5 across the 7 of their papers we have counts for

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math.GT2026

Link Floer homology, nonformality, and the Borromean rings

Kristen Hendricks, Matthew Stoffregen, Ian Zemke

Our main result is a computation of the full link Floer complex of the Borromean rings. The Borromean rings are well known to be an L-space link. We prove that the full link Floer…

math.GT2026

Reidemeister and movie moves for involutive links

Maciej Borodzik, Irving Dai, Abhishek Mallick +1

An involutive link is a link which is invariant under the standard rotation by 180 degrees in . We establish an equivariant analogue of the work of Carter and Saito aimed at s…

math.GT2025

Khovanov homology and equivariant surfaces

Maciej Borodzik, Irving Dai, Abhishek Mallick +1

We introduce a refinement of Bar-Natan homology for involutive links, extending the work of Lobb-Watson and Sano. We construct a new suite of numerical invariants and derive bounds…

math.GT2025

The link surgery formula and equivariant surgeries

Kristen Hendricks, Abhishek Mallick, Matthew Stoffregen +1

We prove an equivariant version of the Heegaard Floer link surgery formula. As a special case, this gives an equivariant knot surgery formula for equivariant knots in . Our pr…

math.GT2024

A note on the involutive invariants of splices

Kristen Hendricks, Matthew Stoffregen, Ian Zemke

A natural family of potentially 2-torsion elements in the integer homology cobordism group consists of splices of knots with their mirrors. We show that such 3-manifolds have local…

math.GT2024

Jones-Wenzl projectors and the Khovanov homotopy of the infinite twist

Matthew Stoffregen, Michael Willis

We construct and study a lift of Jones-Wenzl projectors to the setting of Khovanov spectra, and provide a realization of such lifted projectors via a Cooper-Krushkal-like sequence…