sitemap | contact us
      
 
  Book Series
  Journals
  Book Proposal Form
 
  Using Published Material
  Rights and Permissions
  Examination Copies
   
   
  List of Publishers
  Bargains
   
   
  Services
   
   
  About Narosa
  History
  Mission
  Group Companies
  Our Strength
  Alliances
   
   
   
 
view in print mode
Calculus of Tensors and Differential Forms
Author(s): R. K. Sinha

ISBN:    978-81-8487-365-8 
E-ISBN:   
Publication Year:   2014
Pages:   294
Binding:   Paper Back
Dimension:   185mm x 240mm
Weight:   472


Textbook


About the book

CALCULUS OF TENSORS AND DIFFERENTIAL FORMS is an introductory-level textbook. Through this book, students will familiarize themselves with tools they need in order to use for further study on general relativity and research, such as affine tensors, tensor calculus on manifolds, relative tensors, Lie derivatives, wedge products, differential forms, and Stokesí theorem. The treatment is concrete and in detail, so that abstract concepts do not deter even physics and engineering students. This self contained book requires undergraduate-level calculus of several variables and linear algebra as prerequisite. Fubiniís theorem in real analysis, to be used in Stokesí theorem, has been proved earlier than Stokesí theorem so that students donít have to search elsewhere.



Table of Contents

Preface / Part I Ė Introduction / Affine Tensors / Tensor Calculus on Manifolds / Relative Tensors and Lie Derivatives / Part II Ė Wedge Product / Differential Forms / Stokesí Theorem / Bibliography / Index.




Audience

Undergraduate and Postgraduate Students, Teachers and Researchers


CLICK HERE


Group
| Companies | Mission | Strength | Values | History | Contact us
© Narosa Publishing House