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
Tensor Calculus , Second Edition
Author(s): U. C. De, A. A. Shaikh, J. Sengupta

ISBN:    978-81-7319-884-7 
E-ISBN:   
Publication Year:   Reprint 2017
Pages:   176
Binding:   Paper Back
Dimension:   160mm x 240mm
Weight:   220


Textbook


About the book

Tensor Calculus while presenting the concepts and Techniques begins with a brief introduction and history of tensors, followed by the study of systems of different orders, Einstein summation convention, kronecker symbol leading to the concepts of tensor algebra and tensor calculus. The authors conclude with a stimulating study in Riemannian geometry.


Key Features

  • ∑ Self-contained ∑ Basic Concepts of Vectors and Matrices Explained ∑ Unique Presentation to Understand the Theory ∑ Illuminating Examples NEW TO THE SECOND EDITION: ∑ Several new problems alongwith a stimulating study in Riemannian geometry.



Table of Contents

Preface to the Second Edition / Preface to the First Edition / Introduction / Some Preliminaries: Introduction / Systems of Different Orders / Summation Convention / Kronecker Symbols / Some Results of Determinants / Differentiation of a Determinant / Linear Equations, Cramerís Rule / Examples / Exercises / Tensor Algebra: Introduction / n-dimensional Space / Transformation of Coordinates in Sn / Invariants / Vectors / Tensors of Second Order / Mixed Tensors of Type (p, q) / Zero Tensor / Tensor Field / Algebra of Tensors / Equality of Two Tensors / Symmetric and Skew-symmetric Tensors / Outer Multiplication and Contraction / Inner Multiplication / Quotient Law of Tensors / Reciprocal Tensor of a Tensor / Relative Tensor / Cross Product or Vector Product of Two Vectors / Examples / Exercises / Tensor Calculus: Introduction / Riemannian Space / Christoffel Symbols and their Properties / Covariant Differentiation of Tensors / Riemann-Christoffel Curvature Tensor / Intrinsic Differentiation / Geodesics, Riemannian Coordinates and Geodesic Coordinates: Introduction / Calculus of Variations / Families of Curves / Eulerís Conditions / Geodesics / Riemannian and Geodesic Coordinates / History of Tensor Calculus / Bibliography / Index.




Audience

Undergraduate & Postgraduate Students


CLICK HERE


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