Nabajyoti Bhattacharjee Livres

Focusing on advanced mathematical concepts, this book explores Induced Hyperspace Dynamical Systems, highlighting their applications in various fields. It provides a concise survey of Minimal sets and Transitivity, delving into their implications within topological groups and induced hyperspaces. The text uncovers intriguing properties, such as hyperspace functioning as a quotient group and the length of orbit segments, contributing to ongoing research in this dynamic area of mathematics.

The intension of this book is to present two different proofs of Kneser's Theorem by H.B. Mann and Y.O. Hamidoune. This book provides a fair introduction to both addition theorems and isoperimetric methods on the basis of which they developed two beautiful proof of Kneser's Theorem. Chapters are divided in such a way that readers find no difficulties as all the preliminaries required are covered nicely. Further Generalization of Kneser's Theorem, Application of Kneser's Theorem and Kneser's theorem on non-Abelian groups are also discussed in the last chapter.