000 01144nam a22002171 4500
999 _c1482
_d1482
001 2650
005 20201014085539.0
008 831205m19671969maua b 000 0 eng
040 _cICU
082 0 0 _a517
_bA645
100 1 _aApostol, Tom M.
245 0 0 _aCalculus
_c/ Tom M. Apostol.
250 _a2d ed.
260 _aWaltham, Mass :
_bBlaisdell Pub. Co.,
_c1967-69
300 _a2 v.
_billus.
_c27 cm.
500 _aincludes index
650 0 _aMathematical analysis.
650 0 _aCalculus.
942 _cBK
505 0 _a1. P1: Linear analysis 2. Linear spaces 3. Linear transformations and matrices 4. Determinants 5. Eigenvalues and eigenvectors 6. Eigenvalues of operators acting on Euclidean spaces 7. Linear differential equations 8. Systems of differential equations 9. P2: nonlinear analysis 10. Differential calculus of scalar and vector fields 11. Applications of the differential calculus 12. Linear integrals 13. Multiple integrals 14. Surface integrals 15. P3: Special topics 16. Set functions and elementary probability 17. Calculus of probabilities 18. Introduction to numerical analysis