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TypeTitleAuthorRepliesLast updated
CollectionGroup Theory -- HOME [GT-HOME] kapoor02 years 3 months ago
Basic pageRecommended/EM-04001 kapoor02 years 3 months ago
Basic pageFraleigh :: Role of Definitions kapoor02 years 3 months ago
Basic pageProofs Programme :: Top-Page kapoor02 years 3 months ago
CollectionProofs Warehouse -I kapoor02 years 3 months ago
Basic pageSolutions :: Part-II -- Problem Sessions kapoor02 years 3 months ago
Basic pageLSN/MM-17 :: Summation Convention, $\epsilon,\delta$ symbols and All That (LNK) kapoor02 years 3 months ago
Basic page 2017 Statistical Mechanics - A Course Given at IIT Bhubaneswar ---- K. P.N. Murthy and A. K. Kapoor kapoor02 years 3 months ago
Composite/Curated content 2019-CM-I @ CMI :: All Lessons kapoor02 years 3 months ago
Basic pagePKG/MM-17-01 Mathematical Preliminaries kapoor02 years 3 months ago
Basic page[LSN/VS-01001] Groups and Fields kapoor02 years 3 months ago
Basic page[PSET/QM-06001] States and Dynamical Variables kapoor02 years 3 months ago
Basic page[QUE/ME-02009] Successive Rotations kapoor02 years 3 months ago
Basic pageLFM-CM-02 Frictional force kapoor02 years 3 months ago
Basic pageQM-1(2019) Theory for Tutorial -I kapoor02 years 3 months ago
Basic page[QUE/CM-02033] Bead on a Rotating Parabolic Wire kapoor02 years 3 months ago
Basic page[QUE/CM-02034] kapoor02 years 3 months ago
Basic pageLFM/CM-07 :: Eliminating Zero Frequency Modes of Translation and Rotation kapoor02 years 3 months ago
Basic pageCM@HCU :: Tutorial I kapoor02 years 3 months ago
Basic page \(\S\S\) 7.3 Q[2] \(\int_0^\infty \frac{x}{x^4+1} dx\) kapoor02 years 3 months ago
Basic page\(\S\S\) 7.3 Q[9] \(\int_0^\infty \frac{x^2+1}{(x^4+1)^2}dx \) kapoor02 years 3 months ago
Basic page\(\S\S\) 7.3 Q[11] \(\int_0^\infty \frac{x^4}{x^{2N}+1} dx\) kapoor02 years 3 months ago
Basic page\(\S\S\) 7.3 Q[12] \( \int_0^\infty \frac{dx}{x^N+1} \) kapoor02 years 3 months ago
Basic page\(\S\S\) 7.3 Q[13] \(\int_0^\infty \frac{x^{2N}}{x^{2M}+1} \, dx\) kapoor02 years 3 months ago
Basic page\(\S\S\) 7.3 Q [7] \(\int_0^\infty \frac{x^2\, dx}{x^6+1}\) kapoor02 years 3 months ago

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