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A Course Of Mathematical Analysis
by Shanti Narayan (Revised By Dr. P.K. Mittal)
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12
Real Numbers * Bounded Sets, Open and Closed sets * Real Sequences * Real Valued Functions of a Single real Variable Limit and Continutity * Real Valued Functions of a Single Real Variable * Derivabillty * Riemann Integrabillty * Sequences or Functions Piont-wise and Uniform Convergence * Elementary Functions Spaces * Improper Integrals * Fourier Series * Ekuclidean Spaces * Open and Closed Sets * Compact Sets * Real Valued Functions of Several Real Variables * Limit * Continulty * Partial Derivatives * Invertible Functions * Implicit Functions * Integrats as Functions of a Parameter * Implicit Functions * Integrals in R2 Line Integrals. Double Integrals * Curve Lengths Surface Areas * Integration in R3 Gauss`s and Stoke`s Theorems * Answers * Appendix * ISBN : 8121904722
Pages : 608
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