Enhancing Network Intrusion Detection with Quantum Machine Learning: A Comprehensive Survey of Methods, Metrics, and Applications
Abstract
1. Introduction
- This survey systematically reviews recent quantum, hybrid quantum–classical, and quantum-inspired machine learning approaches applied to network intrusion detection, providing a structured overview of algorithms and design choices reported in the literature.
- It analyzes and compares the datasets and evaluation metrics used in existing QML-based IDS studies, offering insight into current benchmarking practices and highlighting variability across experimental setups.
- The paper examines key technical and practical limitations identified in prior work, including quantum hardware constraints, data encoding strategies, reliance on simulation environments, and inconsistencies in evaluation methodologies.
- The study identifies research gaps and outlines directions for future work. This will support the development of more reliable and practically applicable QML-based IDS.
2. Related Work
3. Methodology
3.1. Research Questions
- RQ1: What quantum machine learning techniques have been used in IDS?The purpose of this question is to identify and classify QML algorithms that have been applied to IDS. This includes both fully quantum and hybrid quantum–classical learning approaches.
- RQ2: What datasets have been used to evaluate quantum machine learning-based intrusion detection systems?This question seeks to establish the datasets utilized in the literature in the validation of QML-based IDS models.
- RQ3: What evaluation metrics have been used to validate quantum machine learning-based intrusion detection approaches?The aim of this question is to analyze the validation parameters presented in the existing literature. The analysis entails determining the most commonly used parameters, which include accuracy, precision, recall, and F1-measure, while pointing out the disparities presented in the literature.
- RQ4: What are the main strengths and limitations of quantum machine learning techniques applied to intrusion detection systems?This particular question mainly deals with assessing the identified strengths and weaknesses of QML-based IDS methods. This includes aspects such as model capability, data encoding issues, and quantum hardware constraints.
3.2. Search Strategy
3.2.1. Search Terms
- The main search terms are obtained directly from the defined research questions.
- Alternative terms, synonyms, abbreviations, and common jargon related to the main terms are identified to extend the search scope.
- Key QML techniques commonly reported in the literature are identified and included to ensure coverage of relevant approaches.
- Boolean operators (AND, OR) and quotation marks are used to refine the search results and capture specific phrases.
3.2.2. Survey Resources
3.2.3. Search Phases
3.3. Study Selection
- Duplicate removal: Duplicate articles retrieved from different authors or digital libraries are identified and removed.
- Relevance filtering: Inclusion and exclusion criteria are applied to eliminate irrelevant studies.
- Quality assessment: Quality assessment rules are applied to retain only studies that adequately address the research questions.
- Reference screening: Additional relevant studies are identified from the reference lists of the selected articles, and the quality assessment step is repeated for these studies.
- The study applies quantum machine learning techniques to intrusion detection systems or network anomaly detection.
- The study uses quantum, hybrid quantum–classical learning, or quantum-inspired models.
- The study provides experimental evaluation using intrusion detection datasets.
- The study is published in a peer-reviewed journal or conference.
- When multiple versions of the same study exist, only the most recent version is considered.
- The study is published up to January 2026.
- Studies that apply quantum machine learning to applications other than intrusion detection.
- Studies that discuss quantum computing conceptually without experimental validation.
- Studies that use only classical ML techniques.
- Non-peer-reviewed articles, technical reports, and non-English publications.
3.4. Quality Assessment Rules (QARs)
- QAR1: Are the research objectives clearly stated?
- QAR2: Is the intrusion detection problem clearly defined and motivated?
- QAR3: Are the quantum machine learning techniques clearly described?
- QAR4: Is the experimental design or system architecture adequately explained?
- QAR5: Are the datasets used in the study clearly specified and appropriate for intrusion detection?
- QAR6: Are the evaluation metrics clearly defined and properly reported?
- QAR7: Does the study include comparison or discussion of results in relation to other methods or baselines?
3.5. Data Extraction Strategy
3.6. Synthesis of Extracted Data
4. Results and Discussion
4.1. Quantum Machine Learning Techniques for Intrusion Detection (RQ1)
4.2. Datasets Used for Evaluation (RQ2)
4.2.1. Most Frequently Used Datasets
4.2.2. Modern Intrusion Detection Datasets
4.2.3. Datasets Related to UNSW and IoT Environments
4.2.4. Custom and Non-Specified Datasets
4.3. Evaluation Metrics Used in QML-Based IDS (RQ3)
4.3.1. Commonly Used Classification Metrics
4.3.2. Detection and Sensitivity Related Measures
4.3.3. Computational and Resource-Related Metrics
4.3.4. Information-Theoretic and Loss-Based Metrics
4.4. Main Strengths and Limitations of QML-IDS (RQ4)
4.5. Research Gap
4.6. Future Directions
5. Limitations of This Review
6. Conclusions
- RQ1: The reviewed studies show that hybrid quantum–classical approaches dominate the literature, with quantum neural networks, quantum support vector machines, and quantum-inspired optimization techniques being the most frequently explored methods for intrusion detection.
- RQ2: Public benchmark datasets such as KDD-Cup99, NSL-KDD, CICIDS2017, CIC-DDoS2019, and UNSW-NB15 are the most commonly used for evaluation. Although more recent and IoT-related datasets have started to appear, traditional benchmarks are still widely relied upon.
- RQ3: Accuracy, precision, recall, and F1-score are the most frequently used evaluation metrics in QML-based intrusion detection studies. In contrast, computational efficiency, scalability, and quantum-specific performance measures are reported less consistently across the literature.
- RQ4: Quantum machine learning techniques demonstrate promising strengths, including competitive detection performance, improved efficiency in specific scenarios, and the ability to handle complex or high-dimensional network data. However, their effectiveness is currently limited by hardware constraints, sensitivity to configuration choices, and limited real-world validation.
Author Contributions
Funding
Data Availability Statement
Conflicts of Interest
Abbreviations
| DDoS | Distributed denial-of-service |
| DL | Deep learning |
| EDA | Estimation of distribution algorithm |
| FR-QCNN | Full-Rotation Quantum Convolutional Neural Network |
| HIDS | Host-based intrusion detection system |
| IDS | Intrusion detection system |
| IoT | Internet of Things |
| ML | Machine learning |
| NIDS | Network-based intrusion detection system |
| NISQ | Noisy intermediate-scale quantum |
| QALO-K | Quantum-inspired ant lion optimized k-means |
| QAR | Quality assessment rule |
| QCNN | Quantum convolutional neural network |
| QFL | Quantum federated learning |
| QGAN | Quantum generative adversarial network |
| QML | Quantum machine learning |
| QNN | Quantum neural network |
| QPSO | Quantum particle swarm optimization |
| QSVC | Quantum support vector classifier |
| QSVM | Quantum support vector machine |
| SLR | Systematic literature review |
| VQCNN | Variational Quantum Convolutional Neural Network |
| VQNN | Variational quantum neural network |
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| Ref. | Survey Focus | IDS-Specific | Review Period | Main Limitations |
|---|---|---|---|---|
| [17] | Comprehensive survey of QML, covering applications in cybersecurity, finance, healthcare, and drug discovery. | It includes cybersecurity as one application area, but the survey is broader than IDS. | Not explicitly stated. The paper says it conducted a comprehensive literature search and selected studies from digital libraries, but it does not define a fixed review period in the excerpt provided. | The paper identifies major QML limitations including quantum noise, limited qubit scalability, and costly qRAM implementations. |
| [18] | Review of quantum computing mechanisms and QML algorithms applied to image classification, with performance comparison of various QML algorithms. | The focus is image classification, not IDS. | Not explicitly stated. | The paper states that classical ML algorithms and hardware systems cannot process large data to meet real-time problems; it also presents observations for future experimental extension based on existing limitations. |
| [20] | Survey of QML and QDL for image classification, with taxonomy, limitations, gaps, challenges, and recommendations. | It is focused on image classification. | Not explicitly stated. | The paper highlights that quantum computers are still in the NISQ era, with a limited number of noisy qubits, which challenges complex quantum classifiers and advanced datasets. |
| [21] | Survey focused on classifying QML algorithms and examining challenges and potential solutions in QML. | It is a general QML survey. | The bibliographic analytics section states a search time scope of 2002–2024. | The paper states persistent challenges including preservation of quantum coherence, mitigation of environmental constraints, advancing quantum computer development, and the lack of a comprehensive theoretical framework; it also notes that much research remains exploratory and experimental. |
| [22] | Survey of QML basic concepts, algorithms, applications, and challenges; it discusses QSVM, QNN, quantum k-nearest neighbor, quantum PCA, and quantum k-means, and includes cybersecurity as one application area. | Cybersecurity is included as an application, but the survey is not IDS-specific. | Not explicitly stated. | The paper summarizes QML challenges as algorithm design, hardware limitations, data encoding, quantum landscapes, noise, and decoherence. |
| [24] | Systematic literature review of QML applications for network intrusion detection systems. | It focuses on IDS. | 2017–2022. | The review identifies only a small number of studies in the area during that period; it also notes current quantum hardware limitations, including that real-world problems would require far more qubits than were available in existing demonstrations. |
| [25] | Systematic mapping review of QML in IDS, focusing on integration characteristics, efficiency improvements, challenges, and future opportunities. | It focuses on IDS. | The paper states that defining publication years is part of the search strategy, but the exact review period is not explicitly provided. | The paper states that its objective is to highlight gaps or limitations in the domain; however, a concise explicit summary of its own main limitations is not visible in the provided excerpts. |
| [26] | Survey of integrating federated learning with NIDS, with particular emphasis on deep learning and quantum machine learning, including QFL. | Its focus is federated intrusion detection rather than standalone QML-based IDS. | Not explicitly stated. | The paper states challenges related to computational and communication efficiency, current quantum hardware limitations such as noise, qubit count, and coherence times, and the need for quantum-safe privacy-preserving methods. |
| Index | Paper Title | Year | Ref. |
|---|---|---|---|
| 1 | Towards Quantum-Enhanced Machine Learning for Network Intrusion Detection | 2020 | [28] |
| 2 | Quantum-Inspired Ant Lion Optimized Hybrid k-Means for Cluster Analysis and Intrusion Detection | 2020 | [29] |
| 3 | Quantum Machine Learning for Intrusion Detection of Distributed Denial of Service Attacks: A Comparative Overview | 2021 | [30] |
| 4 | Full-Rotation Quantum Convolutional Neural Network for Abnormal Intrusion Detection System | 2022 | [31] |
| 5 | A Novel Metaheuristics with Deep Learning Enabled Intrusion Detection System for Secured Smart Environment | 2022 | [32] |
| 6 | Network Attack Detection Scheme Based on Variational Quantum Neural Network | 2022 | [33] |
| 7 | Security Intrusion Detection Using Quantum Machine Learning Techniques | 2023 | [14] |
| 8 | Intrusion Detection Model Using Optimized Quantum Neural Network and Elliptical Curve Cryptography for Data Security | 2023 | [34] |
| 9 | A Quantum Generative Adversarial Network-Based Intrusion Detection System | 2023 | [35] |
| 10 | Quantum intrusion detection system using outlier analysis | 2024 | [36] |
| 11 | Quantum-Neural Network Model for Platform Independent DDoS Attack Classification in Cyber Security | 2024 | [37] |
| 12 | VQCNN: Variational Quantum Convolutional Neural Networks Based on Quantum Filters and Fully Connected Layers | 2024 | [38] |
| 13 | QML-IDS: Quantum Machine Learning Intrusion Detection System | 2024 | [39] |
| 14 | Quantum Entropy and Reinforcement Learning for Distributed Denial of Service Attack Detection in Smart Grid | 2024 | [40] |
| 15 | Network Anomaly Detection Using Quantum Neural Networks on Noisy Quantum Computers | 2024 | [41] |
| 16 | A Privacy-Preserving Framework for Efficient Network Intrusion Detection in Consumer Network Using Quantum Federated Learning | 2024 | [42] |
| 17 | A novel intrusion detection system based on a hybrid quantum support vector machine and improved Grey Wolf optimizer | 2024 | [43] |
| 18 | QuIDS: A Quantum Support Vector machine-based Intrusion Detection System for IoT networks | 2025 | [44] |
| 19 | QCNN-ID: A Quantum-Classical Hybrid Model for IoT Intrusion Detection | 2025 | [45] |
| 20 | A Hybrid Classical-Quantum Neural Network Model for DDoS Attack Detection in Software-Defined Vehicular Networks | 2025 | [46] |
| 21 | QuantumNetSec: Quantum Machine Learning for Network Security | 2025 | [47] |
| 22 | Intrusion Detection System Based on Quantum Generative Adversarial Network | 2025 | [48] |
| 23 | Internet of Things Network Intrusion Detection System Using Quantum and Classical Machine Learning | 2025 | [49] |
| 24 | Quantum Machine Learning for Intrusion Detection on Noisy Quantum Computers | 2025 | [50] |
| 25 | Quantum Machine Learning-Based Anomaly Detection for Cybersecurity Systems | 2025 | [51] |
| QML Technique Category | Representative Techniques | Ref. |
|---|---|---|
| Quantum-Inspired Optimization & Clustering | QVICA with EDA, QALO-K, QPSO, Quantum k-means | [29,32,51] |
| Quantum Support Vector Machines | QSVM, Pegasos-QSVC, QSVC, Hybrid QSVM (Autoencoder + Quantum Kernel), QSVM-IGWO | [14,28,30,39,43,44,47,49,50] |
| Quantum Neural Networks | QNN, VQNN, Hybrid Quantum–Classical NN, C-QNN, QNN-based Outlier Detection | [30,33,34,36,37,41,46] |
| Quantum Convolutional Neural Networks | FR-QCNN, QCNN, VQCNN, Hybrid QCNN | [14,31,38,39,45] |
| Quantum Generative Models | qGAN | [35] |
| Quantum Federated Learning | QFL | [42] |
| Ref. | Encoding Strategy | Qubits & Depth | Platform/Execution | Training Time | Scalability |
|---|---|---|---|---|---|
| [28] | Autoencoder-based latent-space/PDF encoding, then classical data converted to quantum data for QSVM | Qubit count NR; circuit depth evaluated at 2, 3, 4, 5 | IBM QX/IBM Quantum Experience, simulation; Qiskit simulation mentioned | NR | Autoencoders stated to handle high-dimensional and large datasets |
| [29] | Quantum encoding and quantum revolving gates mentioned in the optimization stage; exact encoding NR | N/A | NR; simulation results reported | Faster convergence claimed; no numeric time reported | Strong global search ability claimed qualitatively |
| [30] | Preprocessing includes encoding; ensemble uses angle embedding and normalization ranges are reported | Ensemble uses 4 qubits; depth NR | QiskitAqua for QSVM; PennyLane and PennyLane-Cirq plugin simulator for the other models | Resource consumption compared; no raw training time shown | No explicit scalability analysis shown |
| [31] | Amplitude coding | Specific qubit count NR; number of convolution layers can be set arbitrarily | NR | Lower time complexity claimed; no numeric time reported | Lower space/time complexity claimed qualitatively |
| [32] | No quantum-state encoding reported; uses Z-score normalization and IAOA feature selection | N/A | NR; experimental simulation reported | NR | No formal scalability analysis shown |
| [33] | Variational encoding and amplitude encoding discussed; experiment uses Rz-based feature encoding after H gates | 5 qubits, depth 8 | TensorFlow, TensorFlow Quantum, IBM quantum cloud platform; simulator/classical platform and IBM quantum platform mentioned | Best result at depth 8 reported with 661 s | Qubit limitation on IBM cloud implied |
| [14] | Custom encoding transforms network stream bits into qubits | Exact qubits/depth NR | IBM Circuit Composer for QSVM; Qiskit and TFQ discussed; execution type unclear in shown text | Reported as twice as fast as conventional ML | Explicitly targets big data inputs |
| [34] | Min–max normalization; WOA feature selection; QNN input encoded into qubit states | Qubits NR; layers not specified numerically | NR | NR | Reduced computing overhead claimed qualitatively |
| [35] | Dataset loaded into quantum state; generator uses uniform input, Hadamards, Y-rotations, controlled-Z entanglement | Exact qubit count and depth discussed symbolically, not numerically fixed | Qiskit; PyTorch also mentioned in evaluation context | Training over 50 and 100 epochs; no wall-clock time | More qubits increase representation resolution; no formal scalability study |
| [36] | Angle embedding; entanglement with CNOT gates | Qubit number NR; depth NR | NR | NR | No explicit scalability analysis |
| [37] | Encoding not explicitly detailed | Qubit limitation noted; exact number NR | Qiskit; local machines or quantum simulators | NR | Explicit limitation due to number of qubits |
| [38] | Input encoded into quantum states via parametric circuits | Qubits limited by NISQ; exact number NR | NISQ-based hybrid framework | Long training for some compared models discussed, no exact value | NISQ constraints emphasized |
| [39] | Feature map encoding into quantum states | Qubits NR; circuit configurations evaluated | Implemented on NISQ systems | NR | Addresses NISQ limitations explicitly |
| [40] | No explicit quantum state encoding described | NR | MATLAB, Python, Qiskit; simulation | Faster convergence claimed; no numeric time | Designed for dynamic environments |
| [41] | One qubit per feature with single rotation gate encoding | Exact qubit count NR in shown text | IonQ Aria-1 quantum computer; real hardware | NR | Focuses on minimizing quantum resource use |
| [42] | Encoding not explicitly described | NR | Quantum + FL framework | NR | Explicitly addresses scalability and privacy in large datasets |
| [43] | Encoding not explicitly described | NR | NR | NR | Designed for large datasets and improved performance |
| [44] | Features normalized to [0, 1] and encoded into quantum states; best configuration uses ZZFeatureMap with 10 reps | 4 qubits; best feature map with 10 repetitions | IBM state vector simulator; Qiskit 0.41.0, COBYLA; simulation | NR | Requires very little training data; no formal metric |
| [45] | z-score normalization, PCA to 8 components, then quantum scaling to [0, π] | 8 qubits after PCA; depth NR | Quantum simulation; platform NR | Higher training time per epoch than CNN, qualitative only | Scalability constraints and training overhead stated |
| [46] | Feature map/state preparation encodes information into quantum state | Qubit number NR; limited available qubits discussed | PennyLane; local machines or simulators | Simulation described as slow; no numeric time | Limited qubits, memory overloads, slow simulation noted |
| [47] | Specific encoding strategy NR in shown text | Qubit number NR; constrained by NISQ complexity | IBM Qiskit, different NISQ backends; exact real/sim split NR | NR | Tailored for NISQ devices, adaptable across backends |
| [48] | Uses a mapping function to transform generator outputs into dataset-aligned samples | NR | NR | NR | Described as scalable, but no formal scalability experiment in shown text |
| [49] | Preprocessing includes correlation filtering and PCA to support quantum state encoding | NR | IBM Quantum labs; simulation | No exact numeric time reported | Intended for huge data and improved efficiency |
| [50] | Evaluates multiple feature maps; VQC explores Two-Local, Pauli Two-Design, Real Amplitudes, EfficientSU2 | Experiments from 2 to 10 qubits, 1 to 3 repetitions; noisy simulations use up to 7 qubits | Noiseless simulator then IBM noisy simulators/fake backends | No wall-clock time; Pegasos described as reducing computational cost | Performance improves until about 6–7 qubits, then stabilizes |
| [51] | Explicitly uses angle encoding and amplitude encoding | Qubit number NR; depth NR | Qiskit, Qiskit Aer, Qiskit ML, Scikit-learn; fully simulated on classical hardware using QASM_simulator | No numeric time; claims quicker convergence with fewer epochs | Limited by finite usable qubits and NISQ noise; future work mentions larger feature embeddings for >10–20 features |
| Dataset | Ref. |
|---|---|
| KDD-Cup99 | [29,31,33,34,38] |
| NSL-KDD | [28,33,35,42,48] |
| CIC-DDoS2019 | [30,37,40] |
| UNSW-NB15 | [28,38,39,49] |
| CICIDS2017 | [32,39,51] |
| NF-UNSW-NB15 | [41] |
| ToN-IoT | [50] |
| CICIoT2023 | [39] |
| BoT-IoT | [43,45] |
| EDGE-IIoTset + ACI IoT dataset | [44] |
| Kaggle DDoS | [46] |
| Custom/Public (unspecified) | [14,36,47] |
| Evaluation Metric | IDS Purpose | Ref. |
|---|---|---|
| Accuracy | Measures overall correctness of intrusion classification | [14,28,30,31,32,34,36,37,38,40,42,43,45,46,47,48,49,50,51] |
| Precision | Measures proportion of correctly identified attacks among detected attacks | [30,32,34,37,38,39,40,43,44,45,47,51] |
| Recall (Detection Rate) | Measures ability to correctly detect actual intrusions | [30,32,34,37,38,39,40,43,44,45,47,51] |
| F1-score | Balances precision and recall for imbalanced IDS datasets | [30,32,34,37,39,40,41,42,43,44,45,47,48,50,51] |
| Sensitivity/Specificity | Evaluates true positive and true negative detection capability | [34] |
| Computational Metrics (time, memory, overhead) | Assesses efficiency and resource usage of IDS models | [14,30,34,42,45] |
| Loss/Entropy-Based Metrics | Evaluates learning behavior and convergence (mainly generative models) | [35] |
| Certainty Factor | Measures confidence of intrusion decision | [41] |
| Clustering/Fitness Measures | Evaluates clustering quality and feature relevance | [29] |
| ROC Curve/AUC | Evaluates the model’s ability to distinguish between normal and malicious traffic across different classification thresholds | [43] |
| Category | Strengths | Ref. | Limitations | Ref. |
|---|---|---|---|---|
| Detection Performance | Achieves high or competitive detection accuracy and F1-score for specific attack types when properly configured. | [14,36,37,41,43,44,46,50] | Performance gains are not consistent across all attack classes or scenarios. | [39,50] |
| Handling High-Dimensional Data | Capable of processing high-dimensional or complex network traffic without severe performance degradation. | [14,28,47] | Performance is sensitive to feature encoding and preprocessing choices. | [50] |
| Computational Efficiency | Faster convergence, reduced training time, or improved efficiency compared to classical counterparts in some scenarios. | [30,40,45,47,51] | Increased computational overhead during optimization or integration with classical components. | [32,34,46] |
| Model Complexity | Enables simpler architectures or reduced memory footprint while maintaining comparable detection performance. | [37] | Requires careful parameter tuning, suboptimal configurations lead to degraded performance. | [50] |
| Scalability | Demonstrates potential to scale better than classical ML for large traffic volumes or dynamic environments. | [14,35,40] | Scalability is limited in practice due to current quantum hardware constraints. | [41,47] |
| Noise and Robustness | Some resilience to noise when hybrid or optimized quantum models are used. | [41,47] | Performance degradation under noisy quantum hardware and limited error correction. | [41,50] |
| Security & Privacy | Improves data confidentiality and privacy when combined with encryption or federated learning frameworks. | [34,42] | Real-world deployment raises privacy and trust concerns when using cloud-based quantum platforms. | [42] |
| Clustering & Anomaly Detection | Effective in identifying anomalous patterns and rare attack behaviors. | [35,36,51] | Risk of convergence to local optima in clustering-based or generative approaches. | [35,51] |
| Deployment Readiness | Demonstrates feasibility through simulations and controlled experiments. | [28,30,37,46] | Heavy reliance on simulators, limited validation on real quantum hardware. | [41,47] |
| Generalization | Shows strong performance on evaluated datasets and controlled environments. | [14] | Limited evidence of generalization to unseen or real-time operational networks. | [39,50] |
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Kaissar, A.; Nassif, A.B.; Bouridane, A. Enhancing Network Intrusion Detection with Quantum Machine Learning: A Comprehensive Survey of Methods, Metrics, and Applications. Future Internet 2026, 18, 234. https://doi.org/10.3390/fi18050234
Kaissar A, Nassif AB, Bouridane A. Enhancing Network Intrusion Detection with Quantum Machine Learning: A Comprehensive Survey of Methods, Metrics, and Applications. Future Internet. 2026; 18(5):234. https://doi.org/10.3390/fi18050234
Chicago/Turabian StyleKaissar, Antanios, Ali Bou Nassif, and Ahmed Bouridane. 2026. "Enhancing Network Intrusion Detection with Quantum Machine Learning: A Comprehensive Survey of Methods, Metrics, and Applications" Future Internet 18, no. 5: 234. https://doi.org/10.3390/fi18050234
APA StyleKaissar, A., Nassif, A. B., & Bouridane, A. (2026). Enhancing Network Intrusion Detection with Quantum Machine Learning: A Comprehensive Survey of Methods, Metrics, and Applications. Future Internet, 18(5), 234. https://doi.org/10.3390/fi18050234

