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

Quantum Neural Networks: Adaptive Neuron Network Structures

Jincheng Zhang

Published Sep 5, 2026• 0 citations
Publisher

Abstract

Quantum Neural Networks (QNNs) represent a novel approach to artificial neural networks, leveraging the unique properties of quantum mechanics to enhance computation capabilities. This paper investigates the design and implementation of a quantum neural network (QNN) that employs adaptive neuron structures, dynamically adjusting their connections based on input data. We explore the potential of quantum entanglement to facilitate this self-adaptive behavior, aiming to achieve improved efficiency and robustness compared to classical neural networks. The core mechanism centers around utilizing quantum entanglement to enable neurons to subtly influence each other's states, promoting a form of self-organization within the network. This research offers a promising avenue for advancing QNNs and opens up new possibilities for complex computational tasks.

DOI
10.5281/zenodo.22321398

Related papers

Quantum Neural Networks: Adaptive Learning Strategies

Jincheng Zhang

Quantum Neural Networks (QNNs) represent a promising paradigm shift in machine learning, leveraging the unique properties of quantum mechanics to potentially surpass classical neural networks. This paper explores the application of QNNs to adaptive learning, proposing a novel self-adaptive learning strategy that dynamically adjusts network parameters and structural configurations based on the network's evolving state. We present a framework centered around quantum entanglement and superposition, enabling a continuous, nuanced adjustment of the learning process. The core mechanism focuses on leveraging the inherent quantum properties to optimize learning efficiency. We demonstrate the efficacy of this approach through simulations and preliminary experiments, illustrating a significant improvement in learning speed and robustness compared to traditional approaches. The resulting QNN demonstrates a key advantage: a more flexible and adaptable learning process, offering a pathway towards truly intelligent and efficient learning.

•Sep 3, 2026•0 citations

Self-Organizing Neural Networks for Quantum Computing Implementation

Jincheng Zhang

This paper investigates the implementation of self-organizing neural networks (SONNs) within a quantum computing framework. The core focus is on developing a novel SONN architecture capable of dynamically adjusting connection weights and neuron counts based on input data characteristics. Traditional neural networks often struggle with adapting to dynamic environments, necessitating a solution that can enhance learning efficiency. This work proposes a design incorporating adaptive mechanisms to facilitate this adaptation, promising a more efficient and flexible approach to quantum machine learning. The paper outlines the core mechanism, its potential benefits, and the challenges associated with this approach. The goal is to demonstrate a practical pathway toward harnessing the power of SONNs for quantum computations.

•Aug 31, 2026•0 citations

Quantum Neural Networks: Dynamic Topology Control

Jincheng Zhang

Quantum Neural Networks (QNNs) represent a promising paradigm shift in artificial intelligence, leveraging the unique properties of quantum mechanics to enhance computational capabilities. This paper explores the concept of dynamic topology control within QNNs, focusing on the design of a novel architecture that dynamically adjusts the network's topology to optimize learning and expressiveness. We propose a quantum neural network architecture incorporating a self-adaptive topology, achieved through the manipulation of quantum states. This dynamic adjustment allows the network to learn and represent data more effectively than traditional neural networks, offering potential improvements in both accuracy and efficiency. The core mechanism hinges on the application of quantum state transformations to dynamically shape the network's topology, fostering a more flexible and adaptable learning process. We present a preliminary implementation demonstrating the benefits of this approach, showcasing increased model performance and a novel approach to represent data.

•Aug 29, 2026•0 citations

Quantum Neural Networks: An Adaptive Optimization Mechanism

Jincheng Zhang

Quantum Neural Networks (QNNs) represent a paradigm shift in neural network design, leveraging the unique properties of quantum mechanics to potentially surpass classical neural networks in terms of efficiency and accuracy. This paper explores the concept of a novel adaptive optimization mechanism within QNNs, utilizing quantum entanglement and quantum state adaptation to enhance training and inference processes. The core of this approach focuses on establishing a dynamic feedback loop that allows the network to continually refine its parameters and structure based on the inherent properties of its data. The proposed mechanism offers a potential path towards more robust and adaptable neural network architectures. We delve into the theoretical foundations and preliminary experimental validation of this approach, demonstrating its potential for accelerating learning and improving generalization performance.

•Sep 3, 2026•0 citations

Quantum Neural Networks with Adaptive Topological Structures Learning

Jincheng Zhang

This paper presents a novel approach to designing and implementing quantum neural networks (QNNs) capable of adapting their topological structures through a learning process. The core idea is to leverage reinforcement learning (RL) to guide the QNN's evolution, enabling it to dynamically optimize its architecture for specific tasks. Traditional QNNs typically employ fixed, pre-defined topologies, limiting their flexibility and potential performance. This work introduces a framework where the QNN autonomously learns and adjusts its topology, representing a significant advancement in QNN development. We detail the theoretical foundations, the RL algorithm employed, and the overall learning process. The system's ability to adapt to varying input data and computational demands is demonstrated, showcasing the potential of self-organizing QNNs for complex problems. The system's performance is evaluated using synthetic benchmarks, demonstrating the efficacy of the adaptive topological structure learning method. This research contributes to the burgeoning field of adaptive quantum computing, paving the way for more robust and efficient QNN designs. ---

•Aug 28, 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 Neural Networks (QNNs) represent a novel approach to artificial neural networks, leveraging the unique properties of quantum mechanics to enhance computation capabilities. This paper investigates the design and implementation of a quantum neural network (QNN) that employs adaptive neuron structures, dynamically adjusting their connections based on input data. We explore the potential of quantum entanglement to facilitate this self-adaptive behavior, aiming to achieve improved efficiency and robustness compared to classical neural networks. The core mechanism centers around utilizing quantum entanglement to enable neurons to subtly influence each other's states, promoting a form of self-organization within the network. This research offers a promising avenue for advancing QNNs and opens up new possibilities for complex computational tasks.
Quantum Neural Networks (QNNs) represent a promising paradigm shift in machine learning, leveraging the unique properties of quantum mechanics to potentially surpass classical neural networks. This paper explores the application of QNNs to adaptive learning, proposing a novel self-adaptive learning strategy that dynamically adjusts network parameters and structural configurations based on the network's evolving state. We present a framework centered around quantum entanglement and superposition, enabling a continuous, nuanced adjustment of the learning process. The core mechanism focuses on leveraging the inherent quantum properties to optimize learning efficiency. We demonstrate the efficacy of this approach through simulations and preliminary experiments, illustrating a significant improvement in learning speed and robustness compared to traditional approaches. The resulting QNN demonstrates a key advantage: a more flexible and adaptable learning process, offering a pathway towards truly intelligent and efficient learning.
This paper investigates the implementation of self-organizing neural networks (SONNs) within a quantum computing framework. The core focus is on developing a novel SONN architecture capable of dynamically adjusting connection weights and neuron counts based on input data characteristics. Traditional neural networks often struggle with adapting to dynamic environments, necessitating a solution that can enhance learning efficiency. This work proposes a design incorporating adaptive mechanisms to facilitate this adaptation, promising a more efficient and flexible approach to quantum machine learning. The paper outlines the core mechanism, its potential benefits, and the challenges associated with this approach. The goal is to demonstrate a practical pathway toward harnessing the power of SONNs for quantum computations.
Quantum Neural Networks (QNNs) represent a promising paradigm shift in artificial intelligence, leveraging the unique properties of quantum mechanics to enhance computational capabilities. This paper explores the concept of dynamic topology control within QNNs, focusing on the design of a novel architecture that dynamically adjusts the network's topology to optimize learning and expressiveness. We propose a quantum neural network architecture incorporating a self-adaptive topology, achieved through the manipulation of quantum states. This dynamic adjustment allows the network to learn and represent data more effectively than traditional neural networks, offering potential improvements in both accuracy and efficiency. The core mechanism hinges on the application of quantum state transformations to dynamically shape the network's topology, fostering a more flexible and adaptable learning process. We present a preliminary implementation demonstrating the benefits of this approach, showcasing increased model performance and a novel approach to represent data.
Quantum Neural Networks (QNNs) represent a paradigm shift in neural network design, leveraging the unique properties of quantum mechanics to potentially surpass classical neural networks in terms of efficiency and accuracy. This paper explores the concept of a novel adaptive optimization mechanism within QNNs, utilizing quantum entanglement and quantum state adaptation to enhance training and inference processes. The core of this approach focuses on establishing a dynamic feedback loop that allows the network to continually refine its parameters and structure based on the inherent properties of its data. The proposed mechanism offers a potential path towards more robust and adaptable neural network architectures. We delve into the theoretical foundations and preliminary experimental validation of this approach, demonstrating its potential for accelerating learning and improving generalization performance.
This paper presents a novel approach to designing and implementing quantum neural networks (QNNs) capable of adapting their topological structures through a learning process. The core idea is to leverage reinforcement learning (RL) to guide the QNN's evolution, enabling it to dynamically optimize its architecture for specific tasks. Traditional QNNs typically employ fixed, pre-defined topologies, limiting their flexibility and potential performance. This work introduces a framework where the QNN autonomously learns and adjusts its topology, representing a significant advancement in QNN development. We detail the theoretical foundations, the RL algorithm employed, and the overall learning process. The system's ability to adapt to varying input data and computational demands is demonstrated, showcasing the potential of self-organizing QNNs for complex problems. The system's performance is evaluated using synthetic benchmarks, demonstrating the efficacy of the adaptive topological structure learning method. This research contributes to the burgeoning field of adaptive quantum computing, paving the way for more robust and efficient QNN designs. ---
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. ---