Based on Quantum Geometry Computation Paradigm
Jincheng Zhang
Abstract
Quantum Geometry Computation Paradigm (QGP) is a novel computational paradigm predicated on the principles of quantum geometry, offering a fundamentally different approach to tackling complex problems. This paper explores the potential of QGP, detailing its core mechanism, emphasizing its advantages over traditional methods, and outlining a preliminary implementation for a specific instance. We present a structured framework for utilizing geometric transformations and entanglement to achieve enhanced computational efficiency and robustness. The paper will then detail a preliminary model for solving a specific problem, demonstrating the potential of QGP for tackling complex computations. This work will also discuss the challenges and future directions of this research.