非同寻常的拓扑空间映射与量子计算的关联
Jincheng Zhang
Abstract
This paper explores the synergistic relationship between non-conventional topological space mapping and quantum computation. We propose a novel quantum computing model predicated on the manipulation of topological structures, offering a new framework for simulating quantum systems and providing enhanced computational verification tools. The core of our approach involves transforming quantum systems through a specialized mapping process, effectively translating quantum states into a set of algorithmic operations. This methodology offers a unique perspective on quantum computation, leveraging the inherent properties of topological spaces to achieve novel computational capabilities. This work demonstrates the potential of this model in validating quantum algorithms and exploring the application of topological principles to quantum information processing.