59 citations · 309 across the 51 of their papers we have counts for
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Relative enumerative invariants of real nodal del Pezzo surfaces
Ilia Itenberg, Viatcheslav Kharlamov, Eugenii Shustin
The surfaces considered are real, rational and have a unique smooth real -curve. Their canonical class is strictly negative on any other irreducible curve in the surface…
On polynomially integrable planar outer billiards and curves with symmetry property
Alexey Glutsyuk, Eugenii Shustin
We show that every polynomially integrable planar outer convex billiard is elliptic.
Refined elliptic tropical invariants of toric surfaces
Franziska Schroeter, Eugenii Shustin
F. Block and L. Göttsche introduced refined tropical invariants of toric surfaces that intertwine tropical Gromov-Witten and Welschinger invariants of toric surfaces. L. Göttsche a…
Refined descendant invariants of toric surfaces
Lev Blechman, Eugenii Shustin
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 whe…