维度泛化与量子纠缠关联
Jincheng Zhang
Abstract
This paper explores the intersection of quantum entanglement and dimensional generalization, proposing a novel quantum computing model capable of achieving ultra-space quantum computation. We introduce a mechanism predicated on quantum entanglement that dynamically maps the complexity of quantum entanglement to the dimensions of a higher-dimensional space, effectively bridging the gap between the quantum realm and the potential for computational breakthroughs. The core algorithm leverages this mapping to enhance computational efficiency. The study highlights the potential of this approach to surpass existing quantum computing paradigms by offering a fundamentally new way to represent and manipulate quantum information. This work contributes to the ongoing investigation of quantum entanglement as a crucial resource for advanced computational architectures.