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Adaptive Quantum Stealth Computing Optimization

Jincheng Zhang

Published Sep 5, 2026• 0 citations
Publisher

Abstract

This paper investigates the potential of adaptive quantum stealth computing, a novel approach that leverages the properties of quantum topology to enhance privacy and security. The core concept revolves around dynamically adjusting the quantum state's topology to optimize for both stealth and computational efficiency. The study explores the impact of various topological features – specifically self-interference, self-aggregation, and topological twist – on the resulting quantum state, ultimately aiming to surpass existing algorithms in both robustness and performance. The research employs a theoretical framework based on the fundamental principles of quantum topology and presents a novel algorithm architecture designed to exploit these principles. We demonstrate the efficacy of this approach through simulations, showcasing a significant improvement in privacy protection and computational throughput compared to traditional methods.

DOI
10.5281/zenodo.22332228

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Quantum Stealth Computing, a paradigm shift in computation, necessitates robust security measures. Traditional approaches often focus on algorithm optimization, neglecting the fundamental role of topology in enhancing security. This research investigates the utilization of topological structures as a core optimization strategy for quantum stealth computing, specifically leveraging their inherent anti-interference properties to bolster security and explore potential applications. We propose a novel framework that dynamically adjusts topological parameters to mitigate potential attacks and enhance the overall computational resilience. This work presents a comprehensive analysis of the impact of topological optimization on quantum computation's security, demonstrating significant improvements in resilience against known attack vectors.
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This paper presents a novel quantum computing algorithm based on self-organizing topological structures. Traditional quantum algorithms often rely on precise parameter adjustments and complex control sequences, which can be computationally intensive and susceptible to errors. This research explores the potential of utilizing topological structures to enhance quantum computation by dynamically adjusting the quantum state to optimize performance. We detail a method for generating and manipulating these topological states, showcasing its ability to improve the fidelity of quantum operations and ultimately enhance the efficiency of quantum algorithms. The core of this work lies in a framework that leverages the inherent robustness and adaptability of topological phases to mitigate errors and accelerate computations. The algorithm's design incorporates a novel optimization strategy based on the topological properties of the generated states, leading to a demonstrable improvement in quantum state fidelity compared to existing approaches. This advancement holds significant promise for advancing the practical application of quantum computing.
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