7 citations · 8 across the 2 of their papers we have counts for
4 papers · 1 filter
Quotients of affine spaces for actions of reductive groups
Mihai Halic
In this paper we study actions of reductive groups on affine spaces. We prove that there is a fan structure on the space of characters of the group, which parameterizes the possibl…
Families of toric varieties
Mihai Halic
The goal of this paper is to define families of toric varieties and to study their properties. These families are locally trivial fibrations over some base, whose fibres are isomor…
Higher genus curves on toric varieties
Mihai Halic
Given a smooth and projective curve C and a smooth and projective toric variety X, we first describe a compactification of the space of morphisms from C to X representing a fixed h…
GW Invariants and Invariant Quotients
Mihai Halic
The article investigates the following question: given a projective variety X acted on by a connected and reductive group G, which is the relationship between the Gromov-Witten inv…