Lévy Statistics and Spin Glass Behavior in Random Lasers.
This book could not have been timelier. It describes a multidisciplinary experimental work reported in the literature from 2015 to 2022, supported by a theoretical proposal from 2006, exploiting random lasers and random fiber lasers as a photonic platform to perform statistical physics, as Lvy-like...
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| Format: | eBook |
| Language: | English |
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Milton :
Jenny Stanford Publishing,
2023.
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| Online Access: | Connect to the full text of this electronic book |
Table of Contents:
- Cover
- Half Title
- Title Page
- Table of Contents
- Foreword
- Preface
- Random Lasers and the Nobel Prize in Physics 2021
- Chapter 1: Random Lasers, Lévy Statistics, Spin Glasses, Turbulence, and Floquet Phase: A Marriage between Photonics and Statistical/Complex Physics
- 1.1: Introduction
- 1.2: Random Lasers and Random Fiber Lasers
- 1.3: Lévy Statistics
- 1.4: Spin Glass
- 1.5: Turbulence
- 1.6: Floquet Spin-Glass Phase
- 1.7: The Marriage between Photonics and Statistical/Complex Physics
- Chapter 2: Feedback Mechanisms and Modes of Random Lasers
- 2.1: Basic of Lasers and Random Lasers
- 2.2: Intensity Feedback: Photon Diffusion
- 2.3: Field Feedback: Interference Manifestations
- 2.4: The Regimes of the Random Laser and Its Characteristic Lengths
- 2.4.1: Scattering Mean Free Path, ls
- 2.4.2: Transport Mean Free Path, lt
- 2.4.3: Gain Length, lg and Amplification Length, lamp
- 2.4.4: Distinction Between Feedback Regime by the Characteristic Length Parameters
- 2.5: Modes in Random Lasers
- 2.6: Are the Spikes Evidence of Resonant Feedback?
- 2.7: Description of Spikes without Casting the Phase of the Optical Fields
- 2.8: Speckle in Random Lasers
- 2.9: Output Intensity Fluctuation of Random Lasers
- 2.10: Conclusion
- Chapter 3: Analytical Approaches to Lévy Statistics in Random Lasers: A Comparison with Numerical and Experimental Results, Extreme Events, and the Influence of High-Order Nonlinearities on the Intensity Fluctuations
- 3.1: Introduction
- 3.2: Lévy Statistics in Random Lasers: The Stochastic Trajectory Approach
- 3.3: Lévy Statistics in Random Lasers: The Langevin Dynamics Approach
- 3.4: Contribution of Higher-Order Nonlinearities
- 3.5: Extreme-Value Analysis of Emitted Intensities
- 4.4.2: Parameter Estimation for Lévy Sums
- 4.5: Extreme Events in Random Lasers
- 4.6: Conclusion
- Chapter 5: Spin-Glass Behavior of Random Lasers: Theory
- 5.1: Introduction
- 5.2: Hamiltonian-Like Formulation of RL Systems
- 5.3: Statistical Physics Approach to RL Systems
- 5.4: Phase Diagram of Multimode Laser Systems
- 5.5: Final Remarks and Conclusions
- Chapter 6: Spin Glass Behavior of Random Lasers: Experiments
- 6.1: Introduction
- 6.2: Spin Glass and Replica Symmetry Breaking
- 6.3: Random Lasers and Spectral Fluctuations
- 6.4: First Experimental Prove of RSB in RLs