基于量子纠缠的算法验证框架 (QAF)
Jincheng Zhang
Abstract
This paper introduces a novel algorithm validation framework, termed Quantum Entanglement Verification (QAF), designed to rigorously verify quantum algorithms' correctness and robustness. Traditional verification methods often rely on computationally intensive tasks, limiting their applicability to relatively small-scale quantum systems. QAF leverages the unique properties of quantum entanglement to provide a fundamentally different approach, offering a potentially more efficient and reliable method for assessing the validity of quantum computations. The framework focuses on establishing a measurable relationship between the algorithm's output and the entangled state of the qubits involved, minimizing reliance on traditional error analysis. This paper details the core mechanics of QAF, including the design of a specific measurement protocol and the associated mathematical formulation, and discusses its potential impact on the field of quantum algorithm verification. We demonstrate the framework's efficacy through theoretical analysis and preliminary experimental validation, highlighting its advantages in terms of accuracy and scalability.