2 citations · 3 across the 5 of their papers we have counts for
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Upper bounds for the Lagrangian cobordism relation on Legendrian links
Joshua M. Sabloff, David Shea Vela-Vick, C. -M. Michael Wong
Lagrangian cobordism induces a preorder on the set of Legendrian links in any contact 3-manifold. We show that any finite collection of null-homologous Legendrian links in a tight…
On the tau invariants in instanton and monopole Floer theories
Sudipta Ghosh, Zhenkun Li, C. -M. Michael Wong
We unify two existing approaches to the tau invariants in instanton and monopole Floer theories, by identifying , defined by the second author via the minus flavors…
Lagrangian cobordisms and Legendrian invariants in knot Floer homology
John A. Baldwin, Tye Lidman, C. -M. Michael Wong
We prove that the LOSS and GRID invariants of Legendrian links in knot Floer homology behave in certain functorial ways with respect to decomposable Lagrangian cobordisms in the sy…
Ribbon homology cobordisms
Aliakbar Daemi, Tye Lidman, David Shea Vela-Vick +1
We study 4-dimensional homology cobordisms without 3-handles, showing that they interact nicely with Thurston geometries, character varieties, and instanton and Heegaard Floer homo…
An unoriented skein relation via bordered-sutured Floer homology
David Shea Vela-Vick, C. -M. Michael Wong
We show that the bordered-sutured Floer invariant of the complement of a tangle in an arbitrary 3-manifold , with minimal conditions on the bordered-sutured structure, satisfies…
Skein relations for tangle Floer homology
Ina Petkova, C. -M. Michael Wong
In a previous paper, Vértesi and the first author used grid-like Heegaard diagrams to define tangle Floer homology, which associates to a tangle a differential graded bimodule…