Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

Neural Network Quantum Leap (NNQL)

Jincheng Zhang

Published Sep 6, 2026• 0 citations
Publisher

Abstract

Neural Network Quantum Leap (NNQL) is a novel approach to quantum computing that leverages deep learning to predict quantum system trajectories and automatically adjust quantum circuits. Traditional quantum computation struggles with the unpredictable nature of quantum transitions, leading to inefficient algorithms. NNQL aims to overcome this limitation by building a deep learning model to forecast quantum跃ations and optimize circuits in real-time. This research presents a framework for predicting quantum transitions using neural networks, demonstrating a significant improvement in quantum circuit efficiency and overall system performance. The core mechanism hinges on learning from historical data to model quantum transition probabilities, enabling automated circuit optimization. We demonstrate the effectiveness of NNQL through simulations and analysis of quantum circuit dynamics, showcasing a substantial increase in expected quantum output with minimal control parameter adjustments.

DOI
10.5281/zenodo.22486273

Related papers

Quantum Adaptive Neural Network Model

Jincheng Zhang

Quantum Adaptive Neural Network Model represents a novel approach to neural network architecture leveraging quantum phenomena to enhance expressiveness and computational efficiency. Traditional neural networks often struggle with limitations in handling complex data and achieving optimal performance. This research proposes a quantum-enhanced neural network model, employing quantum machine learning techniques to overcome these limitations. The core mechanism centers around mimicking neural network behavior using quantum simulations, with subsequent optimization driven by quantum algorithms. This work aims to demonstrate a significant improvement in model accuracy and potentially accelerate training times, offering a compelling advancement in the field of artificial intelligence. We explore the potential of quantum-enhanced neural networks to address challenges inherent in large-scale data processing and complex pattern recognition.

•Aug 31, 2026•0 citations

Adaptive Quantum Computing Neural Network Architecture Optimization

Jincheng Zhang

This paper explores the integration of adaptive quantum computing principles into neural network architecture optimization. Traditional neural network training relies heavily on manual parameter tuning, often requiring extensive experimentation. We propose a novel framework, "Quantum-Adaptive Optimization," that dynamically adjusts network parameters based on quantum computation's inherent parallelism and probabilistic nature. This framework aims to automate the optimization process, enhancing model performance and efficiency through targeted parameter adjustments. The core mechanism leverages quantum-inspired algorithms to guide the adjustment of neural network weights and biases, leading to improved generalization and robustness. The paper details the framework's design, explores its implementation with a simplified quantum simulation, and analyzes its potential impact on various machine learning tasks. The results demonstrate a significant improvement in model accuracy and reduced training time compared to conventional methods.

•Sep 6, 2026•0 citations

基于深度学习的量子态预测与优化

Jincheng Zhang

Quantum computing holds immense potential for revolutionizing various fields, but realizing this potential requires overcoming significant challenges related to qubit stability, coherence, and control. Quantum state prediction and optimization are crucial steps in this process. This paper introduces a novel deep learning-based approach for both quantum state prediction and optimization. We leverage the power of deep neural networks to learn the complex patterns within quantum states, enabling accurate predictions of quantum circuit performance and automated optimization of circuit design. The algorithm's effectiveness is demonstrated through theoretical analysis and preliminary experimental validation, showcasing a significant improvement over existing methods. This work represents a significant advancement in quantum algorithm design, offering a promising pathway towards more efficient and reliable quantum computations.

•Sep 2, 2026•0 citations

Based on Quantum Coherence: Adaptive Neural Networks

Jincheng Zhang

This paper introduces a novel neural network architecture termed the Adaptive Neural Network based on Quantum Coherence (ANQNQC). The core claim of this work is that real-time monitoring and dynamic adjustment of quantum coherence distribution within a neural network can lead to a more efficient and robust learning process compared to traditional deep learning models. The underlying mechanism involves integrating "quantum coherence sensors" into each neuron, enabling the measurement of its internal quantum state coherence. This sensor data is fed in real-time to a control module employing reinforcement learning algorithms, which dynamically adjusts neuron connection weights, activation thresholds, and quantum state modulation parameters to optimize coherence distribution. The network incorporates error correction coding, utilizing quantum coherence as an error signal for self-correction. This approach aims to reduce computational complexity, minimize information redundancy, and enhance resilience to noise and perturbations. The research represents a paradigm shift by leveraging quantum phenomena within neural networks, potentially overcoming the computational bottlenecks of classical networks and opening new avenues for efficient computation based on quantum mechanical principles. ---

•Sep 7, 2026•0 citations

Quantum Potential Adaptation via Adaptive Neural Networks

Jincheng Zhang

Quantum potential optimization is a critical challenge in quantum computing, significantly impacting algorithm efficiency and the ability to harness quantum resources. Traditional optimization methods often struggle with the inherent complexities of quantum systems, requiring significant computational resources and fine-tuning of parameters. This paper proposes a novel approach to quantum potential optimization leveraging adaptive neural networks, aiming to address these challenges and enable more efficient quantum computation. The core concept centers around dynamically adjusting the network's parameters based on the quantum potential, fostering a more adaptive and robust optimization strategy. We present a detailed framework for implementing this approach, incorporating key mathematical formulations and demonstrating its efficacy through theoretical analysis and simulations. The research explores the potential of this method to improve the performance of various quantum algorithms, highlighting its promise for advancing the field.

•Sep 4, 2026•0 citations

Probabilistic Simulation of Quantum Circuits with Neural Network Approximations

Jincheng Zhang

The simulation of quantum circuits presents a significant bottleneck in the development and understanding of quantum algorithms. Traditional methods relying on the full wave function description quickly become computationally intractable as the number of qubits and circuit depth increases. This work proposes a novel approach utilizing neural networks to approximate the probabilities of measurement outcomes within a quantum circuit. The core idea is to train a neural network to learn the complex dynamics of quantum evolution, thereby enabling efficient simulation with a significantly reduced parameter space. We introduce a framework that maps the quantum circuit to a neural network architecture, allowing for approximate but tractable simulation. The effectiveness of this approach is demonstrated through theoretical analysis and a conceptual implementation strategy, highlighting its potential to unlock the exploration of complex quantum algorithms and accelerate the development of quantum computing. The primary objective is to provide a computationally feasible alternative to traditional simulation techniques, bridging the gap between theoretical quantum algorithm design and practical implementation. The key innovation lies in leveraging the representational power of neural networks to capture the essential correlations inherent in quantum systems.

•Sep 2, 2026•0 citations
Neural Network Quantum Leap (NNQL) is a novel approach to quantum computing that leverages deep learning to predict quantum system trajectories and automatically adjust quantum circuits. Traditional quantum computation struggles with the unpredictable nature of quantum transitions, leading to inefficient algorithms. NNQL aims to overcome this limitation by building a deep learning model to forecast quantum跃ations and optimize circuits in real-time. This research presents a framework for predicting quantum transitions using neural networks, demonstrating a significant improvement in quantum circuit efficiency and overall system performance. The core mechanism hinges on learning from historical data to model quantum transition probabilities, enabling automated circuit optimization. We demonstrate the effectiveness of NNQL through simulations and analysis of quantum circuit dynamics, showcasing a substantial increase in expected quantum output with minimal control parameter adjustments.
Quantum Adaptive Neural Network Model represents a novel approach to neural network architecture leveraging quantum phenomena to enhance expressiveness and computational efficiency. Traditional neural networks often struggle with limitations in handling complex data and achieving optimal performance. This research proposes a quantum-enhanced neural network model, employing quantum machine learning techniques to overcome these limitations. The core mechanism centers around mimicking neural network behavior using quantum simulations, with subsequent optimization driven by quantum algorithms. This work aims to demonstrate a significant improvement in model accuracy and potentially accelerate training times, offering a compelling advancement in the field of artificial intelligence. We explore the potential of quantum-enhanced neural networks to address challenges inherent in large-scale data processing and complex pattern recognition.
This paper explores the integration of adaptive quantum computing principles into neural network architecture optimization. Traditional neural network training relies heavily on manual parameter tuning, often requiring extensive experimentation. We propose a novel framework, "Quantum-Adaptive Optimization," that dynamically adjusts network parameters based on quantum computation's inherent parallelism and probabilistic nature. This framework aims to automate the optimization process, enhancing model performance and efficiency through targeted parameter adjustments. The core mechanism leverages quantum-inspired algorithms to guide the adjustment of neural network weights and biases, leading to improved generalization and robustness. The paper details the framework's design, explores its implementation with a simplified quantum simulation, and analyzes its potential impact on various machine learning tasks. The results demonstrate a significant improvement in model accuracy and reduced training time compared to conventional methods.
Quantum computing holds immense potential for revolutionizing various fields, but realizing this potential requires overcoming significant challenges related to qubit stability, coherence, and control. Quantum state prediction and optimization are crucial steps in this process. This paper introduces a novel deep learning-based approach for both quantum state prediction and optimization. We leverage the power of deep neural networks to learn the complex patterns within quantum states, enabling accurate predictions of quantum circuit performance and automated optimization of circuit design. The algorithm's effectiveness is demonstrated through theoretical analysis and preliminary experimental validation, showcasing a significant improvement over existing methods. This work represents a significant advancement in quantum algorithm design, offering a promising pathway towards more efficient and reliable quantum computations.
This paper introduces a novel neural network architecture termed the Adaptive Neural Network based on Quantum Coherence (ANQNQC). The core claim of this work is that real-time monitoring and dynamic adjustment of quantum coherence distribution within a neural network can lead to a more efficient and robust learning process compared to traditional deep learning models. The underlying mechanism involves integrating "quantum coherence sensors" into each neuron, enabling the measurement of its internal quantum state coherence. This sensor data is fed in real-time to a control module employing reinforcement learning algorithms, which dynamically adjusts neuron connection weights, activation thresholds, and quantum state modulation parameters to optimize coherence distribution. The network incorporates error correction coding, utilizing quantum coherence as an error signal for self-correction. This approach aims to reduce computational complexity, minimize information redundancy, and enhance resilience to noise and perturbations. The research represents a paradigm shift by leveraging quantum phenomena within neural networks, potentially overcoming the computational bottlenecks of classical networks and opening new avenues for efficient computation based on quantum mechanical principles. ---
Quantum potential optimization is a critical challenge in quantum computing, significantly impacting algorithm efficiency and the ability to harness quantum resources. Traditional optimization methods often struggle with the inherent complexities of quantum systems, requiring significant computational resources and fine-tuning of parameters. This paper proposes a novel approach to quantum potential optimization leveraging adaptive neural networks, aiming to address these challenges and enable more efficient quantum computation. The core concept centers around dynamically adjusting the network's parameters based on the quantum potential, fostering a more adaptive and robust optimization strategy. We present a detailed framework for implementing this approach, incorporating key mathematical formulations and demonstrating its efficacy through theoretical analysis and simulations. The research explores the potential of this method to improve the performance of various quantum algorithms, highlighting its promise for advancing the field.
The simulation of quantum circuits presents a significant bottleneck in the development and understanding of quantum algorithms. Traditional methods relying on the full wave function description quickly become computationally intractable as the number of qubits and circuit depth increases. This work proposes a novel approach utilizing neural networks to approximate the probabilities of measurement outcomes within a quantum circuit. The core idea is to train a neural network to learn the complex dynamics of quantum evolution, thereby enabling efficient simulation with a significantly reduced parameter space. We introduce a framework that maps the quantum circuit to a neural network architecture, allowing for approximate but tractable simulation. The effectiveness of this approach is demonstrated through theoretical analysis and a conceptual implementation strategy, highlighting its potential to unlock the exploration of complex quantum algorithms and accelerate the development of quantum computing. The primary objective is to provide a computationally feasible alternative to traditional simulation techniques, bridging the gap between theoretical quantum algorithm design and practical implementation. The key innovation lies in leveraging the representational power of neural networks to capture the essential correlations inherent in quantum systems.