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Product Details Ϣ ISBN-13 9783527406371 Author James Kelly Format 汾 ƽװ- Pages Number ҳ 482ҳ Publisher Wiley-VCH Publication Date 2006-10-10 Shipping Weight Ʒ 950g Language Ӣ Book Contents ݼ This up-to-date textbook on mathematical methods of physics is designed for a one-semester graduate or two-semester advanced undergraduate course. The formal methods are supplemented by applications that use MATHEMATICA to perform both symbolic and numeri
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ֱClassical Mechanics: A Computational Approach with Examp
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ԤComputational Geosciences with Mathematica 9783540402459 ⷿͨ3-5ܵ
Product Details Ϣ ISBN-13 9783540402459 Author Haneberg Format 汾 װ Pages Number ҳ 381ҳ Publisher Springer Berlin Heidelberg Publication Date 2004-07-20 Language Ӣ Book Contents ݼ Computational Geosciences with Mathematica is the only book written by a geologist specifically to show geologists and geoscientists how to use Mathematica to formulate and solve problems. It spans a broad range of geologic and mathematical topics, which are drawn from the authors extensive experience in research, consulting, and teaching. The reference and text leads readers step-by-step through geologic applications such as custom graphics programming, data input and output, linear and differential equations, linear and nonlinear regression, Monte Carlo simulation, time series and image analysis, and the visualization and analysis of geologic surfaces. It is packed wi
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3-6ܴ Introduction to Chemical Engineering Analysis Using Ma ȫԭͼ飬Ԥ3-6ҵں
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ֱҽҩͼA Beginner's Guide to Mathematica ѧָ
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Product Details Ϣ ISBN-13 9781785482250 Author Dauphine, Andre Format 汾 װ Pages Number ҳ 314ҳ Publisher Iste Press - Elsevier Publication Date 2017-02-01 Shipping Weight Ʒ 630g Language Ӣ
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ԤDynamical Systems with Applications Using Mathematica? 9 ⷿͨ3-5ܵ
Product Details Ϣ ISBN-13 9783319870892 Author Stephen Lynch Format 汾 ƽװ- Pages Number ҳ 585ҳ Publisher Birkhaeuser Verlag Basel Publication Date 2018-08-24 Language Ӣ Book Contents ݼ This textbook, now in its second edition, provides a broad introduction to the theory and practice of both continuous and discrete dynamical systems with the aid of the Mathematica software suite. Taking a hands-on approach, the reader is guided from basic concepts to modern research topics. Emphasized throughout are numerous applications to biology, chemical kinetics, economics, electronics, epidemiology, nonlinear optics, mechanics, population dynamics, and neural networks. The book begins with an efficient tutorial introduction to Mathematica, enabling new users to become familiar with the program, while providing a good reference source for experts. Working M
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3-6ܴ Geographical Models with Mathematica [ISBN:97817854822 ȫԭͼ飬Ԥ3-6ҵں
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ֱIllustrating Finance Policy with Mathematica Mathematic
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ֱOption Theory with Stochastic Analysis: An Introduction
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Symmetry Analysis of Differential Equations with Mathematica ֻͼ
Product Details Ϣ ISBN-13 9781461274186 Author Baumann Format 汾 ƽװ- Pages Number ҳ 521ҳ Publisher Springer New York Publication Date 2014-01-20 Product Dimensions Ʒߴ 9.6 x 6.6 x 1 cm Shipping Weight Ʒ 1860g Language Ӣ Book Contents ݼ The purpose of this book is to provide the reader with a comprehensive introduction to the applications of symmetry analysis to ordinary and partial differential equations. The theoretical background of physics is illustrated by modem methods of computer algebra. The presentation of the material in the book is based on Mathematica 3.0 note? books. The entire printed version of this book is available on the accompanying CD. The text is presented in such a way that the reader can interact with the calculations and experiment with the models and methods. Also contained on the CD is a
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ֱGeometric Optics: Theory and Design of Astronomical Opti
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3-6ܴMonte Carlo Methods Utilizing Mathematica(r): Applica ȫԭͼ飬һ3-6ҵ
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3-6ܴ A Physicist's Guide to Mathematica [ISBN:9780126831924 ȫԭͼ飬Ԥ3-6ҵں
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Product Details Ϣ ISBN-13 9789949018833 Author Aladjev V. Format 汾 ƽװ- Pages Number ҳ 354ҳ Publisher Trg Press Publication Date 1800-01-01 Product Dimensions Ʒߴ 11.69 x 8.27 x 0.74 Shipping Weight Ʒ 1.87 Language
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Ԥ Probabilismus Methodo Mathematica Demonstratus (1747): 97 ⷿͨ3-5ܵ
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