基于动态拓扑的量子计算拓扑验证
Jincheng Zhang
Abstract
Quantum computation, a revolutionary paradigm in computation, relies heavily on the precise and reliable execution of algorithms. Traditional validation methods, often based on static analysis, struggle to adequately assess the robustness and stability of these quantum circuits. This paper introduces a novel framework, dynamically-oriented quantum topology validation, which leverages quantum entanglement and topological transformations to simulate the evolution of quantum states, thereby providing a robust and adaptable method for validating quantum computational programs. This approach significantly enhances the verification process, offering a dynamic and comprehensive assessment of quantum circuit correctness and stability.