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Checinski, Tomasz: Integrability in Random Two-Matrix Models under Finite-Rank Perturbations. 2019
Inhalt
Introduction
Applications
Time-Series Analysis
Covariance Matrix and Fluctuations
Time Evolution in Time-Series Modelling
First-Moment Condition
Quantum Chromodynamics
QCD Partition Function and Global Symmetries
Random Matrix Models in QCD
Coupled Wishart Matrices with Correlations
External Parameters in Matrix Models
Eigenvalue Representation and Solvable Group Integrals
Sum of Two Independent Wishart Matrices
Product of Two Coupled Wishart Matrices
Determinantal Point Processes
Determinantal Correlation Functions
Biorthogonal Ensembles
Classes of Biorthogonal Ensembles
Modified Heine Formula
Biorthogonal Two-Matrix Ensembles
Spectral Statistics
Sum of Two Independent Wishart Matrices
One-Epoch Model
Spatial Cross-Correlations
Temporal Cross-Correlations
Product of Two Coupled Wishart Matrices
Eigenvalue Representation
Correlation Kernels for Finite Matrix Dimensions
Interpolating Hard-Edge Limit
Summary and Outlook
Bibliography