Based on Quantum Computing, a Geometric Simulation Framework
Jincheng Zhang
Abstract
This paper introduces a novel geometric simulation framework based on quantum computing, designed to accelerate and enhance geometric simulation capabilities through the exploitation of quantum mechanics. The framework utilizes quantum algorithms to efficiently handle high-dimensional geometric problems, offering improved accuracy and computational speed compared to traditional methods. This work demonstrates the potential of quantum computing to revolutionize geometric modeling, particularly for complex and intricate geometries. This paper will outline the core mechanism, the rationale behind its development, and preliminary results demonstrating the framework's effectiveness.