Methods in theoretical quantum optics
โ Scribed by Stephen M. Barnett, Paul M. Radmore
- Book ID
- 127454936
- Publisher
- Oxford University Press, USA
- Year
- 1997
- Tongue
- English
- Weight
- 2 MB
- Series
- Oxford Series in Optical and Imaging Sciences
- Edition
- First Edition
- Category
- Library
- ISBN-13
- 9780198563624
No coin nor oath required. For personal study only.
โฆ Synopsis
This work presents the mathematical methods widely used by workers in the field of quantum optics. Based on teachings by the authors, most of the text has been proven in extensive work with students.
๐ SIMILAR VOLUMES
Atomic Kinematics -- Atomic Dynamics -- Quantized Electromagnetic Field -- Field Dynamics -- The Jaynes-cummings Model -- Collective Interactions -- Atomic Systems In A Strong Quantum Field -- Quantum Systems Beyond The Rotating Wave Approximation -- Models With Dissipation -- Quasi-distributions In
This book provides an accessible introduction to the mathematical methods of quantum optics. Starting from first principles, it reveals how a given system of atoms and a field is mathematically modelled. The method of eigenfunction expansion and the Lie algebraic method for solving equations are out
Atomic Kinematics -- Atomic Dynamics -- Quantized Electromagnetic Field -- Field Dynamics -- The Jaynes-cummings Model -- Collective Interactions -- Atomic Systems In A Strong Quantum Field -- Quantum Systems Beyond The Rotating Wave Approximation -- Models With Dissipation -- Quasi-distributions In
Atomic Kinematics -- Atomic Dynamics -- Quantized Electromagnetic Field -- Field Dynamics -- The Jaynes-cummings Model -- Collective Interactions -- Atomic Systems In A Strong Quantum Field -- Quantum Systems Beyond The Rotating Wave Approximation -- Models With Dissipation -- Quasi-distributions In
Atomic Kinematics -- Atomic Dynamics -- Quantized Electromagnetic Field -- Field Dynamics -- The Jaynes-cummings Model -- Collective Interactions -- Atomic Systems In A Strong Quantum Field -- Quantum Systems Beyond The Rotating Wave Approximation -- Models With Dissipation -- Quasi-distributions In