
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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ԤMathematical Methods Using Mathematica: For Students ⷿͨ3-5ܵ
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ֱNumerical Solutions of Initial Value Problems Using Math
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ֱScientific Computing with Mathematica(r): Mathematical P
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ԤA Primer of Nmr Theory with Calculations in Mathematica ⷿͨ3-5ܵ
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Ԥ Multi-dimensional Monte Carlo Integrations Utilizing Math ⷿͨ3-5ܵ
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ֱThe Palgrave Centenary Companion to Principia Mathematic
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ԤThe Evolution of Principia Mathematica: Bertrand Russell ⷿͨ3-5ܵ
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Ԥ Multivariable Calculus with Mathematica [ISBN:97803676230 ȫԭͼ飬һ5-8ҵ
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ֱIllustrating Finance Policy with Mathematica Mathematic
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̽ɨѧ Exploring Scanning Probe Microscopy With Mathem ̬ṹDrorSarid
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ֱThe Art of Programming in the Mathematica System Mathema
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ֱDiscovering Mathematics: A Problem-Solving Approach to M
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ֱFoundations of Fluid Mechanics with Applications: Proble
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ԤFourier Transforms Using Mathematica 9781510638563 ⷿͨ3-5ܵ
Product Details Ϣ ISBN-13 9781510638563 Author Joseph W. Goodman Format 汾 ƽװ- Publisher SPIE Press Publication Date 2020-11-01 Language Ӣ
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ֱDifferential Equations: An Introduction with Mathematica
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ֱComputational Geosciences with Mathematica ѧѧ
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3-6ܴ The Evolution of Principia Mathematica: Bertrand Russe ȫԭͼ飬һ3-6ҵں
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ֱOption Theory with Stochastic Analysis: An Introduction
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ֱComputational Economics and Finance: Modeling and Analys
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ԤComplex Variables for Engineers with Mathematica 9783031 ⷿͨ3-5ܵ
Product Details Ϣ ISBN-13 9783031130694 Author Seiichi Nomura Format 汾 ƽװ- Pages Number ҳ 172ҳ Publisher Springer Berlin Heidelberg Publication Date 2023-10-01 Product Dimensions Ʒߴ 9.61 x 6.69 x 0.39 Shipping Weight Ʒ 314 Language Book Contents ݼ Complex variable theory is attractive for engineers as it offers elegant approaches for certain types of differential equations in engineering including heat transfer, solid mechanics, and fluid mechanics. However, a gap exists between books written by mathematicians and books written by engineers in their specific fields. Naturally, mathematicians tend to emphasize rigorousness and consistency while less emphasizing applications. On the other hand, books written by engineers often jump directly to the specific topics assuming that the readers already
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ֱQuantum Methods with Mathematica(r) ѧӷR
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3-6ܴ߱Classical Mechanics with Mathematica(r) [ISBN:9783 ȫԭͼ飬һ3-6ҵ
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Ԥ De Calculo Integralium Exercitatio Mathematica Petri Ferr ⷿͨ3-5ܵ
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ֱModelling Stochastic Fibrous Materials with Mathematica(
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ֱModern Analytical Electromagnetic Homogenization with Ma
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ֱNumerical Solutions for Partial Differential Equations:
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ֱSymmetry Theory in Molecular Physics with Mathematica: A
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ֱModern Methods in Mathematical Physics: Integral Equatio
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ԤSymmetry Theory in Molecular Physics with Mathematica: A ⷿͨ3-5ܵ
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Ԥ Introduction to Probability, An: With Mathematica* (Secon ⷿͨ3-5ܵ
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Ԥ Elements of programming in Mathematica system: 9783639708 ⷿͨ3-5ܵ
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Ԥ Probabilismus Methodo Mathematica Demonstratus (1747): 97 ⷿͨ3-5ܵ
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ԤThe Palgrave Centenary Companion to Principia Mathematic ⷿͨ3-5ܵ
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Ԥ An Introduction to Programming with Mathematica? ԤƷ
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ԤVariational Analysis and Aerospace Engineering: Mathemat ⷿͨ3-5ܵ
Product Details Ϣ ISBN-13 9783319833460 Format 汾 ƽװ- Publisher Springer Publication Date 2018-07-07 Language Ӣ
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ԤPrincipia Mathematica:Vorwort und Einleitungen ԤԤµ3-6ҷ
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ȫPrinciples of Mathematical Analysis 3rd Principles of Math
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Ԥ ӡˢ Bibliotheca Mathematica V1, Die Encyclopaedisch-Math
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