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Highlights
Quality
This will provide you with the necessary mathematical background to handle walds general relativity with some amount of ease
Indices are certainly used abundantly especially in the derivation of tensor theory on affine connections but this practice act... Read More
While this style can be distressing to more advanced students those familiar with the beautiful methods of avoiding such struct... Read More
Overview
- How are reviewers describing this item?
differential, most, general, found and excellent. - Our engine has profiled the reviewer patterns and has determined that there is minimal deception involved.
- Our engine has determined that the review content quality is high and informative.
- Our engine has discovered that over 90% high quality reviews are present.
- This product had a total of 95 reviews as of our last analysis date on Jan 27 2022.
Helpful InsightsBETA
Posted by a reviewer on Amazon
Build calculus and whatever else from these definitions
Posted by a reviewer on Amazon
Their explanation of the theorems of noether and reference to caratheodorys work clearly explain some of the deeper concepts of invariance
Posted by a reviewer on Amazon
Very readable and simple but it relies heavily on index notation
Posted by a reviewer on Amazon
Because no one starts advance mathematics with tesors without knowing any thing
Posted by a reviewer on Amazon
They compare the deployment of affine connections in the former and metric tensors in the latter enabling the reader to see how curvature can be defined in either context with minimum confusion
Posted by a reviewer on Amazon
Once differential forms are introduced the notation becomes more modern and compact though the use of boldface type common to geometric notation is nowhere in the book
Posted by a reviewer on Amazon
Compared to existing texts overlap of material is minimal
Posted by a reviewer on Amazon
This publication is a firstrate example of mathematical exposition
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