8 citations · 13 across the 6 of their papers we have counts for
7 papers
Bounds on Legendrian Double Twist Knots
Viktória Földvári, Vera Vértesi
We study Legendrian realizations of double twist knots in the standard tight contact 3-sphere. For the family K(4,m), we give upper bounds on the number of oriented and unoriented…
A friendly introduction to the bordered contact invariant
Akram Alishahi, Joan Licata, Ina Petkova +1
We give a short introduction to the contact invariant in bordered Floer homology defined by Földvári, Hendricks, and the authors. The construction relies on a special class of foli…
Bordered Floer homology and contact structures
Akram Alishahi, Viktória Földvári, Kristen Hendricks +3
We introduce a contact invariant in the bordered sutured Heegaard Floer homology of a three-manifold with boundary. The input for the invariant is a contact manifold $(M, ξ, \mathc…
Additivity of support norm of tight contact structures
Vera Vértesi
The support norm of a contact structure is the minimum of the negative Euler characteristics of the pages of the open books supporting . In this paper we prove addit…
Legendrian satellites
John Etnyre, Vera Vértesi
In this paper we study Legendrian knots in the knot types of satellite knots. In particular, we classify Legendrian Whitehead patterns and learn a great deal about Legendrian braid…
An introduction to tangle Floer homology
Ina Petkova, Vera Vértesi
This paper is a short introduction to the combinatorial version of tangle Floer homology defined in "Combinatorial tangle Floer homology". There are two equivalent definitions---on…
Transversely non simple knots
Vera Vértesi
By proving a connected sum formula for the Legendrian invariant in knot Floer homology we exhibit infinitely many transversely non simple knots.