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Quantum Information Topology Optimization Algorithm

Jincheng Zhang

Published Sep 6, 2026• 0 citations
Publisher

Abstract

The development of quantum information processing relies heavily on the precise control and manipulation of quantum states. Traditional optimization algorithms often struggle to efficiently explore the vast solution space of quantum systems, limiting the potential for achieving significant performance gains. This paper introduces a novel quantum information topology optimization algorithm, leveraging the principles of quantum topology to guide the optimization process. We propose a framework that integrates quantum mechanics, topology, and optimization techniques to enhance the design and control of complex quantum states. The core mechanism involves utilizing quantum entanglement and topological structures to create a more structured and efficient optimization pathway. This approach promises to unlock new levels of performance and capability in quantum computation, potentially revolutionizing the field.

DOI
10.5281/zenodo.22447033

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This paper presents a novel quantum state-based topological optimization algorithm designed to address complex optimization problems, particularly those involving intricate topological structures. Traditional optimization algorithms often rely on static parameters, limiting their ability to effectively tackle these challenges. This research explores the utilization of quantum mechanics, specifically quantum state manipulation and entanglement, to achieve significantly improved optimization results compared to conventional methods. The core mechanism centers on leveraging quantum properties to facilitate computationally efficient and effective solutions to complex optimization problems. The algorithm's potential lies in its capacity to navigate and manipulate the inherent structure of the problem space, unlocking previously inaccessible optimization pathways.
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