1 the index notation before we start with the main topic of this booklet tensors we will first introduce a new notation for vectors and matrices and their . Massachusetts institute of technology department of physics physics 8962 spring 1999 introduction to tensor calculus for general relativity c 1999 edmund bertschinger. Tensor calculus and differential geometry 2wah0 281 tensors in all generality it does provide a reasonably self contained introduction to the subject that . Preface this is an introductory text which presents fundamental concepts from the subject areas of tensor calculus di erential geometry and continuum mechanics. This elementary introduction pays special attention to aspects of tensor calculus and relativity that students tend to find most difficult its use of rela
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