Quantum Cellular Automata with Entangled States
Jincheng Zhang
Abstract
This paper investigates the potential of Quantum Cellular Automata (QCA) augmented with entangled states between neighboring cells. The core claim is that incorporating entanglement significantly enhances QCA performance, facilitating non-local computation and potentially overcoming the constraints of traditional localized quantum operations. The proposed mechanism leverages controlled entanglement to allow information propagation across the QCA network, establishing a fundamentally new computational paradigm. We explore the theoretical framework, outlining the potential for exponential speedups in specific computational tasks. The analysis focuses on the creation and manipulation of entangled states within a QCA architecture, demonstrating how this approach can be utilized to achieve enhanced computational capabilities. This work represents a novel combination of QCA principles with quantum entanglement, offering a promising avenue for advanced quantum computation.