Many students rush to Chapter 4 (Christoffel symbols). This is a mistake. Chaki’s treatment of duality between contravariant and covariant components is subtle. If you don't understand "co" versus "contra" in flat space, you will drown in curved space.
Which (like Ricci's Theorem or Geodesics) are you focusing on? Do you need help solving a particular tensor problem ? tensor calculus mc chaki pdf
Reviewing dual spaces and basis transformations. Many students rush to Chapter 4 (Christoffel symbols)
Each chapter concludes with a set of problems, ranging from routine checks to more challenging proofs, allowing students to test their understanding. If you don't understand "co" versus "contra" in
Understanding Tensor Calculus: A Guide to M.C. Chaki’s Classic Text
However, it's crucial to note a few important points. The Internet Archive's copy lists a publication date of 1987. However, the online records of other academic libraries show a 2nd edition published by Calcutta Publishers in 1994, and even a 2000 edition from the same publisher. This suggests that the book went through multiple editions or reprints, which is a testament to its long-term demand and utility.
Unfortunately, I was unable to find a specific PDF document titled "Tensor Calculus" by mc chaki or similar sounding names. However, I can provide a general report on tensor calculus and its significance.