WebMotivated by the tropical enumeration of plane cuspidal tropical curves given by Y. Ganor and the author and the refined count of plane rational tropical curves with marked vertices of arbitrary valency, we suggest a refined enumeration of plane
Refined Descendant Invariants of Toric Surfaces Discrete ...
WebView Boris Shustin’s profile on LinkedIn, the world’s largest professional community. Boris has 3 jobs listed on their profile. See the complete profile on LinkedIn and discover Boris’ connections and jobs at similar companies. WebWe address the problem of existence of refined (i.e., depending on a formal parameter) tropical enumerative invariants, and we present two new examples of a refined count of rational marked tropical curves. One of the new invariants counts plane graph $f left x right 3x+4$ and $h x f 6x $
Refined Descendant Invariants of Toric Surfaces
WebAug 18, 2015 · At y = 1, one of the refinements, the relative Severi degree, specializes to the (non-relative) Severi degree. We give a tropical description of the refined Severi degrees, … WebAbstract: We construct refined tropical enumerative genus zero invariants of toric surfaces that specialize to the tropical descendant genus zero invariants introduced by Markwig … WebAbstract: We construct refined tropical enumerative genus zero invariants of toric surfaces that specialize to the tropical descendant genus zero invariants introduced by Markwig and Rau when the quantum parameter tends to $1$. In the case of trivalent tropical curves our invariants turn to be the Goettsche-Schroeter refined broccoli invariants. We show that … chips family dining lake jackson tx