I. Schur Methods in Operator Theory and Signal Processing

Chapter 1 Editorial Introduction

Chapter 2 A Theorem of I. Schur and Its Impact on Modern Signal Processing

Chapter 3 On Power Series Which are Bounded in the Interior of the Unit Circle. I

Chapter 4 On Power Series Which are Bounded in the Interior of the Unit Circle II

Chapter 5 On Applications of Reproducing Kernel Spaces to the Schur Algorithm and Rational J Unitary Factorization

Chapter 6 On the Convergence of Schur Parameters for a Toeplitz Matrix with a Meromorphic Symbol

Chapter 7 Schur Analysis of Positive Block-Matrices

Chapter 8 On the Schur Representation in the Commutant Lifting Theorem, I

Chapter 9 Three Inverse Scattering Algorithms for the Lifting Theorem

Chapter 10 Stability of Minimal Fractional Decompositions of Rational Matrix Functions

Chapter 11 Condition Numbers of Toeplitz and Block Toeplitz Matrices