Hemen Dutta Livres

The book delves into difference sequences and n-normed structures, exploring their applications in analysis and applied mathematics. It covers topics such as Orlicz extensions, algebraic and topological properties of difference sequences, and matrix classes related to summable sequences. The five chapters address key concepts including the algebraic duals of Orlicz extended sets, convergence, and completeness in n-normed linear spaces. This resource is designed for researchers and professionals, offering a comprehensive overview and serving as a valuable reference or lecture guide.

This book discusses recent developments in and contemporary research on summability theory, including general summability methods, direct theorems on summability, absolute and strong summability, special methods of summability, functional analytic methods in summability, and related topics and applications. All contributing authors are eminent scientists, researchers and scholars in their respective fields, and hail from around the world. The book can be used as a textbook for graduate and senior undergraduate students, and as a valuable reference guide for researchers and practitioners in the fields of summability theory and functional analysis. Summability theory is generally used in analysis and applied mathematics. It plays an important part in the engineering sciences, and various aspects of the theory have long since been studied by researchers all over the world.