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

Chapter 12 Triangular Factorization of Structured Hermitian Matrices