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Product Details Ϣ ISBN-13 9781020707179 Author Anonymous() Format 汾 װ Pages Number ҳ 358ҳ Publisher Legare Street Press Publication Date 1800-01-01 Product Dimensions Ʒߴ 9.21 x 6.14 x 0.81 Shipping Weight Ʒ 1.49 Language
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ԤAnimation mit Mathematica? 9783540423720 ⷿͨ3-5ܵ
Product Details Ϣ ISBN-13 9783540423720 Author Herbert Franke Format 汾 ƽװ- Pages Number ҳ nullҳ Publisher Springer Berlin Heidelberg Publication Date 2002-03-11 Product Dimensions Ʒߴ 23.4 x 15.6 x 1.3 cm Shipping Weight Ʒ 0.4 kg Language Book Contents ݼ Filmische Abl ufe vermitteln Wissen auf eine visuell intensive und faszinierende Art. Dieses Buch ist eine detaillierte Einf hrung in die Programmierung von Animationen. Sie erschlie t Lesern die filmischen M glichkeiten von "Mathematica." Mathematische Visualisierungen in freier
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Product Details Ϣ ISBN-13 9783319847948 Format 汾 ƽװ- Publisher Springer Publication Date 2018-07-13 Language Ӣ
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Product Details Ϣ ISBN-13 9783031232961 Author Sujaul Chowdhury Format 汾 ƽװ- Pages Number ҳ 149ҳ Publisher Springer Berlin Heidelberg Publication Date 2024-02-25 Language Book Contents ݼ This book provides practical demonstrations of how to carry out definite integrals with Monte Carlo methods using Mathematica. Random variates are sampled by the inverse transform method and the acceptance-rejection method using uniform, linear, Gaussian, and exponential probability distribution functions. A chapter on the application of the Variational Quantum Monte Carlo method to a simple harmonic oscillator is included. These topics are all essential for students of mathematics and physics. The author includes thorough background on each topic covered within the book in order to help readers understand the subject. The book also contains
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Product Details Ϣ ISBN-13 9781510638556 Author Joseph W. Goodman Format 汾 ƽװ- Pages Number ҳ 116ҳ Publisher SPIE Press Publication Date 2021-01-30 Product Dimensions Ʒߴ 9 x 213 x 272 mm Language Book Contents ݼ The Fourier transform is a ubiquitous tool used in most areas of engineering and physical sciences. The purpose of this book is two-fold: (1) to introduce the reader to the properties of Fourier transforms and their uses, and (2) to introduce the reader to the program Mathematica? and demonstrate its use in Fourier analysis. Unlike many other introductory treatments of the Fourier transform, this treatment will focus from the start on both one-dimensional and two-dimensional transforms, the latter of which play an important role in optics and digital image processing, as well as in many other application
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