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Based on Adaptive Quantum Potential Calculation

Jincheng Zhang

Published Aug 31, 2026• 0 citations
Publisher

Abstract

This paper introduces a novel adaptive quantum potential calculation method, leveraging the unique properties of quantum potential calculations to optimize quantum computation performance and achieve more efficient results. Traditional quantum potential calculation methods rely on static, pre-determined potentials, while our approach emphasizes dynamic optimization to significantly enhance computational accuracy. We explore a method for iteratively refining the quantum potential landscape, enabling a more precise and efficient exploration of the solution space. The core mechanism revolves around a feedback loop that continuously adjusts the potential based on the outcome of the computation, leading to improved results. The proposed method offers a promising avenue for accelerating quantum algorithm development and improving the performance of existing quantum computations.

DOI
10.5281/zenodo.22203176

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This paper introduces a novel approach to quantum computation leveraging an adaptive quantum field. The core idea is to dynamically adjust the parameters governing a quantum field, allowing for an inherently self-adaptive computation system. We propose a method that employs a feedback loop, iteratively refining the field's characteristics based on observed results and a predefined optimization strategy. This iterative process leads to enhanced computational efficiency and precision compared to static, pre-defined quantum field models. The study focuses on demonstrating the benefits of this adaptive approach through simulations and preliminary experimental validation, highlighting its potential to revolutionize quantum algorithm design. The results emphasize the significant improvements in both computational speed and accuracy attainable through this self-optimizing framework.
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This paper presents a novel quantum algorithm based on dynamically adjusted quantum potentials. Traditional quantum algorithms often rely on static quantum states, limiting their efficiency. This work introduces a self-adaptive quantum algorithm that dynamically adjusts the quantum potential based on input data, resulting in enhanced algorithm performance. The core mechanism involves a system of quantum operators that iteratively modify the potential energy landscape to optimize the quantum algorithm's convergence and solution quality. We rigorously analyze the algorithm's performance through simulations and demonstrate its effectiveness in a variety of quantum algorithms. The results suggest a significant improvement in the efficiency of several key quantum algorithms, establishing a promising approach for enhancing quantum computation.