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Adaptive Quantum Algorithm Parallel Expansion Strategy

Jincheng Zhang

Published Sep 3, 2026• 0 citations
Publisher

Abstract

This paper introduces an adaptive quantum algorithm parallel expansion strategy designed to optimize computational performance in quantum computing environments. The core of this approach lies in dynamically adjusting the parallelism of quantum computations based on the allocation of available quantum resources. We propose a novel mechanism that utilizes quantum resource allocation information to automatically scale the complexity of parallel computations, ensuring efficient execution. The proposed strategy offers a significant advantage over static expansion techniques, providing a flexible and adaptable solution for tackling complex quantum problems. This work explores the benefits of dynamic resource allocation in quantum algorithm development, demonstrating a practical implementation and analysis of the proposed method.

DOI
10.5281/zenodo.22268431

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This paper presents a novel approach to resource allocation and scheduling within quantum computing environments. Recognizing the inherent scarcity and unique characteristics of quantum resources, such as qubits and quantum gates, we propose a dynamic algorithm designed to optimize resource utilization and consequently enhance computational efficiency. The core of the algorithm lies in a mechanism that intelligently balances the demands of diverse quantum computing tasks. We formalize this approach using mathematical notation, detailing the key components including task prioritization, qubit assignment, gate scheduling, and dynamic adjustment based on real-time system metrics. The proposed algorithm addresses limitations within existing static scheduling methods, offering improved performance in complex quantum workflows. The design incorporates a queuing theory-inspired model to manage task flow and a stochastic optimization technique for adaptive resource allocation. Simulation results (presented conceptually here) demonstrate the algorithm's potential to significantly improve quantum computing performance compared to traditional approaches. Further research will focus on formal verification and optimization for specific quantum computing architectures.
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