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Geometric Quantization I Prequantization Information Guide

  1. Introduction of Geometric Quantization I Prequantization
  2. Important Facts
  3. History
  4. Expert Insights
  5. Future Outlook

Introduction of Geometric Quantization I Prequantization

Details Geometric Quantization I: Prequantization Update
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Important Facts

Geometric Quantization: A mathematical path to quantum models by Martin Schottenloher News
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History

Details Geometric quantization with metaplectic-c structures Guide
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Geometric Quantization: The Bridge from Classical to Quantum | Eva Miranda
Geometric Quantization: The Bridge from Classical to Quantum | Eva Miranda
PhySU Undergraduate Colloquia: Geometric Prequantization: From Fish to Waves
PhySU Undergraduate Colloquia: Geometric Prequantization: From Fish to Waves
Eva Miranda: Geometric quantization of toric and semitoric systems
Eva Miranda: Geometric quantization of toric and semitoric systems
Quantization in 4 minutes!!! Graduate level
Quantization in 4 minutes!!! Graduate level
Kota Hattori - Spectral convergence in geometric quantization (Lecture 4)
Kota Hattori - Spectral convergence in geometric quantization (Lecture 4)
Poisson 2022 Conference. Yael Karshon - Geometric quantization of Lagrangian torus fibrations
Poisson 2022 Conference. Yael Karshon - Geometric quantization of Lagrangian torus fibrations
Yael Karshon   Geometric quantization of Lagrangian torus fibrations
Yael Karshon Geometric quantization of Lagrangian torus fibrations
Kota Hattori - Spectral convergence in geometric quantization (Lecture 1)
Kota Hattori - Spectral convergence in geometric quantization (Lecture 1)
Geometric quantization II: Prequantum Bundle, Polarization and Metaplectic Correction
Geometric quantization II: Prequantum Bundle, Polarization and Metaplectic Correction
The Geometry of GPTQ Quantization
The Geometry of GPTQ Quantization
Pau Mir - Geometric quantization of b-symplectic toric manifolds
Pau Mir - Geometric quantization of b-symplectic toric manifolds

Expert Insights

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Last Updated: August 22, 2026

Future Outlook

Poisson 2022 Conference. Yanli Song - Geometric quantization of symplectic b-manifold Guide
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