Matrix analysis. Volume 2

Author: (USA) Horn
Publisher:
Publish Date: 2005-10-01
Features: "Hom and Johnson professors' co-authored Matrix Analysis Volume 1 and Matrix Analysis Volume 2 are indispensable. First, they deeply explore each topic; second, the book covers some advanced subjects; third, it is meticulously organized, comprehensive, and a standard textbook." — International Linear Algebra Reports "There is no doubt that Matrix Analysis Volume 1 and Matrix Analysis Volume 2 are extremely important and unparalleled works in the current literature on matrix theory." — American Mathematical Society Monthly
This book is another classic in the field of matrices, following Matrix Analysis Volume 1, and provides an in-depth discussion of topics that were not included in Volume 1 but hold high practical value. It contains numerous classic theorems and corollaries in matrix theory and linear algebra, along with rigorous proofs. Many theorems, corollaries, and topics are unique to this book, combined with the authors' careful organization and concise presentation, making it unparalleled and uniquely positioned in the field of matrices. Building on the foundation of Matrix Analysis Volume 1, this book thoroughly elaborates on topics that were not covered in Volume 1 but are of great practical value. These topics include: range, stable matrices and inertia, singular values, matrix equations and Kronecker products, Hadamard products, and matrices and functions. This book can serve as a textbook or reference for graduate students and researchers in mathematics and engineering to deepen their understanding of matrix theory.