000 01122nam a2200217Ia 4500
999 _c2256
_d2256
001 406
005 20201013102954.0
008 180716s9999||||xx |||||||||||||| ||und||
020 _a9780201002881
040 _cPK-IsLIS
082 _a515
_bAp46
100 _aApostol, Tom M.
245 0 _aMathematical Analysis
_c/ Tom M. Apostol
250 _a2nd ed.
260 _bAddison,
_aLondon :
_c1974
300 _axvii, 492 p.
500 _aIncludes bibliographies
650 _aMathematical analysis
942 _cBK
505 0 _a1. The real and complex number system 2. Some basic notions of sets theory 3. Elements of point set topology 4. Limits and continuity 5. Derivatives 6. Functions of bounded variation and rectifiable curves 7. The reimann-stieltjes integral 8. Infinite series and infinite products 9. Sequences of function 10. The lebesgue integral 11. Fourier series and Fourier integrals 12. Multivariable differential calculus 13. Implicit functions and extremum problems 14. Multiple Riemann integrals 15. Multiple lebesgue integrals 16. Cauchy’s theorem and the residue calculus