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| preface 1 vector analysis 2 vector analysis in curved coordinates and tensor 3 determinants and martrices 4 group theory 5 infinite series 6 functions of a complex variable i analytic properties,mapping 7 functions of a complex variable ii 8 the gamma function (factorial function) 9 diffential equations 10 sturm-liouville theory-orthogonal functions 11 bessel functions 12 legendre functions 13 more special functions 14 fourier series 15 integral transforms 16 integral equations 17 calculus of variations 18 nonlinear methods and chaos 19 probability .index |
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