Engineering Mathematical Analysis ( Science-based management under partial series of textbooks)(Chinese Edition) - Brossura
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Language:Chinese.No Binding.publisher:Harbin Institute of Technology Press Pub. Date :20.description:Pages Number: 257 Publisher: Harbin Institute of Technology Press Pub. Date :2000-05. Engineering Mathematical Analysis ( Vol.2) a total of six chapters. including series. multi-function. differential calculus. the implicit function theorem and appli
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Engineering Mathematical Analysis ( Science-based management under partial series of textbooks)
Editore:
Harbin Institute of Technology Press Pub. Date :20, 2000
ISBN 10: 7560315429
ISBN 13: 9787560315423
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Da: liu xing, Nanjing, JS, Cina
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paperback. Condizione: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Pages Number: 257 Publisher: Harbin Institute of Technology Press Pub. Date :2000-05. Engineering Mathematical Analysis ( Vol.2) a total of six chapters. including series. multi-function. differential calculus. the implicit function theorem and applications. re-integration. integration with parametric curve integral and surface integral and so on. At the same time. the materials in the curriculum structure. strengthen those courses and related courses in the far-reaching implications in the basic concepts. theories and methods. such as series convergence theory. implicit function theorem. the function of re-integration and curve points and the surface integral existence theorem. etc. This book can be used as non-science and engineering colleges mathematical analysis of engineering mathematics curriculum materials. Contents: Chapter VII series 7.1 series of Convergence of Positive Series 7.2 Series 7.3 Absolute Convergence and the general conditions of convergence of power series 7.5 series 7.4 function key 7. 6 functions and application of power series 7.7 Fourier Series 7.8 Fourier Series arbitrary periodic function of Chapter VIII of the differential calculus multi-function set of points in the plane 8.1 8.2 two and multi-function per limit of a function continuous over 8.3 yuan and 8.4 function differentiation and Taylor s formula extreme Chapter implicit functionFour Satisfaction guaranteed,or money back. Codice articolo K90785
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