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Introduction to real analysis Sadhan Kumar Mapa
Material type:
TextLanguage: English Publication details: Kolkata Levant Books 2019Edition: 8th edDescription: 666 P.BISBN: - 9789388069335
- R 515.83 MAP(INT)Ed8
| Item type | Current library | Collection | Call number | Vol info | Copy number | Status | Barcode | |
|---|---|---|---|---|---|---|---|---|
COMMERCE Reference
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St. Xavier's University, Kolkata Reference Section | Reference | R 515.83 MAP(INT)Ed8 (Browse shelf(Opens below)) | S.X.U.K | 5070 | Not For Loan | UL844 |
Total holds: 0
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| R 515.73 ANT(SOM) Some fixed point theorems for ray oriented maps : a brief survey on fixed point theorems with an invitation | R 515.73 ANT(SOM)C1 Some fixed point theorems for ray oriented maps : a brief survey on fixed point theorems with an invitation | R 515.8 ROY(REA)Ed4 Real Analysis | R 515.83 MAP(INT)Ed8 Introduction to real analysis | R 515.9 SWA(INT) Introduction to analysis with complex numbers / | R 515.94 GHO(COU) (A) Course in multivariable calculus and analysis : with 79 figures | R 515.94 GHO(COU)C1 (A) Course in multivariable calculus and analysis : with 79 figures |
1. Set Theory
2. Real Numbers
3. Sets in R
4. Real Functions
5. Sequence
6. Series
7. Limits
8. Continuity
9. Differentiation
10. Functions of bounded variation
11. Riemann integral
12. Improper integrals
13. Sequence of functions
14. Series of functions
15. Power series
Appendix 1- Sets in R2
Appendix 2-Sequence in R2
Answers to exercises
Bibliography
Index
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