000 01024 a2200229 4500
008 250107b2020 |||||||| |||| 00| 0 eng d
020 _a9783030331429 (HB)
041 _aeng
080 _a517
_bAXL
100 _aAxler, Sheldon
245 _aMeasure, Integration & Real Analysis
260 _bSpringer
_c2020
_aSwitzerland
300 _axviii, 411p.
490 _aGraduate texts in mathematics
_v282
500 _aIncludes index
504 _aIncludes bibliography (p. 402)
505 _aContents: About the Author Preface for Students Preface for Instructors Acknowledgments 1. Riemann Integration 2. Measures 3. Integration 4. Differentiation 5. Product Measures 6. Banach Spaces 7. L^p Spaces 8. Hilbert Spaces 9. Real and Complex Measures 10. Linear Maps on Hilbert Spaces 11. Fourier Analysis 12. Probability Measures Photo Credits Bibliography Notation Index Index
650 _aIntegral calculus equations
650 _aNumerical analysis
690 _aMathematics
942 _cBK
999 _c60683
_d60683