Here is the listing of Best reference books on Systems Theory.
|1. “Finite Dimensional Vector Spaces” by P. Halmos
Book Review: This book combines the concepts of algebra and geometry to discuss the three dimensional area wherein the vectors can be plotted. The book provides an introduction to linear algebra that deals with vectors and vector spaces. The book very nicely demonstrates how linear algebra is used in the fields of natural and social sciences apart from mathematics for studying weather problems, traffic flow, electronic circuits and population genetics.
|2. “Elementary Topics in Differential Geometry” by J.A. Thorpe
Book Review: This book provides an introduction to linear algebra thereby also teaches the concepts of differential equations and multivariate calculus. This book helps the students in understanding spaces of many dimensions. The chapters included in the book are finite dimensional vector spaces, measure theory, ergodic theory and Hilbert spaces. This book is suitable for the courses at the junior level and provides attention to 2 dimensional surfaces rather than the surfaces of arbitrary dimension.
|3. “Ordinary Differential Equations” by V. Arnold|
|4. “A Comprehensive Introduction to Differential Geometry Vol. I” by M. Spivak|
Sanfoundry Global Education & Learning Series – Best Reference Books!