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Quantum Kernel Methods and Quantum-Inspired Approximations
This module implements quantum kernel approximations and quantum-inspired classical algorithms for kernel methods. These methods simulate quantum feature maps using classical computation while providing theoretical quantum advantage insights.
§References
- Havlicek et al. (2019): “Supervised learning with quantum-enhanced feature spaces”
- Schuld & Killoran (2019): “Quantum Machine Learning in Feature Hilbert Spaces”
- Liu et al. (2021): “Rigorous Guarantees for Quantum Computational Advantage”
- Huang et al. (2021): “Power of data in quantum machine learning”
Structs§
- Quantum
Kernel Approximation - Quantum Kernel Approximation
- Quantum
Kernel Config - Configuration for quantum kernel approximation
Enums§
- Entanglement
Pattern - Entanglement patterns for quantum circuits
- Quantum
Feature Map - Quantum feature map types