Nonlinear Geometry Topology Analysis and Quantum Computing Coupling
Jincheng Zhang
Abstract
This research explores the potential influence of quantum entanglement on geometric topology within quantum computing, proposing a novel quantum computation framework based on adaptive topology structures. The core mechanism involves introducing a dynamically adjustable topology structure, enabling continuous state evolution of quantum states and enhanced information security through quantum entanglement. Traditional quantum computing frameworks often rely on classical algorithms; this design leverages geometric topology as a foundational element, offering a potentially transformative computational paradigm. This work investigates the implications of this approach for stability, information protection, and overall quantum system design.