Quantum State Non-linear Topology
Jincheng Zhang
Abstract
Quantum State Non-linear Topology explores the intersection of quantum mechanics and topology, proposing a novel model that utilizes the non-linear properties of quantum states to simulate the evolution of complex topological structures. This model aims to provide a framework for predicting dynamic changes in topology through precise modeling of quantum state dynamics. The core claim is that establishing a model based on this framework will significantly advance our understanding of topology's complex evolution and offer a powerful tool for dynamic system analysis.