Linked e-resources
Details
Table of Contents
Intro
Preface
Contents
Acronyms
1 Introduction
References
2 Revivals, Fractional Revivals and Tomograms
2.1 Introduction
2.2 Basic Mechanism of Wave Packet Revivals
2.3 An Illustrative Example
2.4 Signatures of Revivals in Expectation Values of Observables
2.5 Effect of an Imperfectly Coherent Initial State
2.6 Revivals in Single-Mode Systems: A Tomographic Approach
2.7 Decoherence Effects
2.8 A Tomographic Approach to the Double-Well BEC System
References
3 Tomographic Approach to Squeezing
3.1 Introduction
3.2 Entropic Squeezing from Optical Tomograms
3.3 Quadrature and Higher-Order Squeezing from Optical Tomograms
References
4 Entanglement at Avoided Level Crossings
4.1 Introduction
4.2 Entanglement Indicators from Optical and Qubit Tomograms
4.3 Entanglement Indicators and Squeezing in Spin Systems
4.4 Bipartite CV Models and Avoided Level Crossings
4.5 Avoided Crossings in Multipartite HQ Systems: The Tavis-Cummings Model
References
5 Dynamics and Entanglement Indicators in Bipartite CV Systems
5.1 Introduction
5.2 The Bipartite Atom-Field Interaction Model Revisited
5.2.1 Time Evolution
5.2.2 Entanglement Dynamics
5.2.3 Tomographic Entanglement Indicators During Time Evolution
5.3 The Double-Well BEC Model Revisited
5.3.1 Time Development
5.3.2 Decoherence Effects in the Double-Well BEC Model
References
6 Dynamics of Entanglement Indicators in Hybrid Quantum and Spin Systems
6.1 Introduction
6.2 The Double Jaynes-Cummings Model
6.2.1 Dynamics
6.2.2 Equivalent Circuit for the DJC Model and the IBM Q Platform
6.3 The Double Tavis-Cummings Model
6.3.1 The Model
7.3.2 Power Spectrum and Lyapunov Exponent
7.3.3 Recurrence Statistics
7.4 Three-Level Atom Interacting with Radiation Fields
7.5 The Tripartite HQ Model with Intensity-Dependent Couplings
7.5.1 The Model
7.5.2 Time Series Analysis with Large and Small Data Sets
7.5.3 Return Maps and Recurrence Time Distributions
7.5.4 Recurrence Plots and Recurrence Network
7.5.5 Network Analysis
7.6 Concluding Remarks
References
8 Conclusion and Outlook
Preface
Contents
Acronyms
1 Introduction
References
2 Revivals, Fractional Revivals and Tomograms
2.1 Introduction
2.2 Basic Mechanism of Wave Packet Revivals
2.3 An Illustrative Example
2.4 Signatures of Revivals in Expectation Values of Observables
2.5 Effect of an Imperfectly Coherent Initial State
2.6 Revivals in Single-Mode Systems: A Tomographic Approach
2.7 Decoherence Effects
2.8 A Tomographic Approach to the Double-Well BEC System
References
3 Tomographic Approach to Squeezing
3.1 Introduction
3.2 Entropic Squeezing from Optical Tomograms
3.3 Quadrature and Higher-Order Squeezing from Optical Tomograms
References
4 Entanglement at Avoided Level Crossings
4.1 Introduction
4.2 Entanglement Indicators from Optical and Qubit Tomograms
4.3 Entanglement Indicators and Squeezing in Spin Systems
4.4 Bipartite CV Models and Avoided Level Crossings
4.5 Avoided Crossings in Multipartite HQ Systems: The Tavis-Cummings Model
References
5 Dynamics and Entanglement Indicators in Bipartite CV Systems
5.1 Introduction
5.2 The Bipartite Atom-Field Interaction Model Revisited
5.2.1 Time Evolution
5.2.2 Entanglement Dynamics
5.2.3 Tomographic Entanglement Indicators During Time Evolution
5.3 The Double-Well BEC Model Revisited
5.3.1 Time Development
5.3.2 Decoherence Effects in the Double-Well BEC Model
References
6 Dynamics of Entanglement Indicators in Hybrid Quantum and Spin Systems
6.1 Introduction
6.2 The Double Jaynes-Cummings Model
6.2.1 Dynamics
6.2.2 Equivalent Circuit for the DJC Model and the IBM Q Platform
6.3 The Double Tavis-Cummings Model
6.3.1 The Model
7.3.2 Power Spectrum and Lyapunov Exponent
7.3.3 Recurrence Statistics
7.4 Three-Level Atom Interacting with Radiation Fields
7.5 The Tripartite HQ Model with Intensity-Dependent Couplings
7.5.1 The Model
7.5.2 Time Series Analysis with Large and Small Data Sets
7.5.3 Return Maps and Recurrence Time Distributions
7.5.4 Recurrence Plots and Recurrence Network
7.5.5 Network Analysis
7.6 Concluding Remarks
References
8 Conclusion and Outlook