On the topology of stable maps
Nicolas Dutertre (LATP), Toshizumi Fukui
TL;DR
This paper explores the application of Viro's integral calculus to analyze the topology of stable maps, including Morin and complex maps, providing new insights into their structural properties.
Contribution
It introduces novel applications of Viro's integral calculus to the topology of stable maps and discusses their implications for Morin and complex maps.
Findings
Application of Viro's calculus to stable maps topology
Insights into Morin maps structure
Analysis of complex maps topology
Abstract
We investigate how Viro's integral calculus applies for the study of the topology of stable maps. We also discuss several applications to Morin maps and complex maps.
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