Spaces of non-resultant systems of bounded multiplicity determined by a toric variety
Andrzej Kozłowski,
Kohhei Yamaguchi
Abstract:The space of non-resultant systems of bounded multiplicity for a toric variety X is a generalization of the space of rational curves on it. In our earlier work [24] we proved a homotopy stability theorem and determined explicitly the homotopy type of this space for the case X = CP m . In this paper we consider the case of a general non-singular toric variety and prove a homotopy stability theorem generalising the one for CP m .
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