This book explores a new concept of T-shy sets in Radon metric groups which is an extension of the concepts of null sets introduced by J.R. Christensen, J. Mycielski and B R Hunt, T Sauer and J A Yorke for Polish groups. This book considers various interesting applications of the theory of infinite-dimensional cellular matrices for a solution of various initial condition problems. It also includes several direct generalizations of well-known classical results (Lebesgue theorem, Weyl theorem, Rademacher theorem, etc.,) in terms of infinite-dimensional "Lebesgue measures".
| ISBN: | 9781619427174 |
| Publication date: | 26th September 2012 |
| Author: | Gogi Pantsulaia |
| Publisher: | Nova Science Publishers an imprint of Nova Science Publishers Inc |
| Format: | Hardback |
| Genres: |
Physics |
This book explores a new concept of T-shy sets in Radon metric groups which is an extension of the concepts of null sets introduced by J.R. Christensen, J. Mycielski and B R Hunt, T Sauer and J A Yorke for Polish groups. This book considers various interesting applications of the theory of infinite-dimensional cellular matrices for a solution of various initial condition problems. It also includes several direct generalizations of well-known classical results (Lebesgue theorem, Weyl theorem, Rademacher theorem, etc.,) in terms of infinite-dimensional "Lebesgue measures".
Selected Topics of an Infinite-Dimensional Classical Analysis features in the following genres: Physics
Selected Topics of an Infinite-Dimensional Classical Analysis is available in Hardback
Selected Topics of an Infinite-Dimensional Classical Analysis was written by Gogi Pantsulaia and published by Nova Science Publishers an imprint of Nova Science Publishers Inc