000 00905nam a2200181 4500
999 _c7079
_d7079
020 _a007054235x
050 _aQA300
_b.R8
100 _aRudin, Walter
245 _aPrinciples of mathematical analysis
_cWalter Rudin
250 _a3rd ed.
260 _aNew York
_bMcGraw-Hill
_c1964
300 _ax, 342p. :
_c18cm.
440 _aInternational series in pure and applied mathematics.
500 _aIncludes index
505 _aChapter 1. The Real and Complex Number Systems Chapter 2. Basic Topology Chapter 3. Numerical Sequences and Series Chapter 4. Continuity Chapter 5. Differentiation Chapter 6. The Riemann-Stieltjes Integral Chapter 7. Sequences and Series of Functions Chapter 8. Some Special Functions Chapter 9. Functions pf Several Variables Chapter 10. Integration of Differential Forms Chapter 11. The Lebesgue Theory
650 _aMathematical analysis
942 _cBK