Search Result "Backward Differentiation Formula"

Introduction of Numerical Differentiation and Integration

Ebook: Fundamentals of Computational Methods for Engineers
Volume: 1 Year: 2022
Author(s):
Doi: 10.2174/9789815039054122010007

Numerical Solution for Partial Differential Equations

Ebook: Numerical Analysis for Science, Engineering and Technology
Volume: 1 Year: 2018
Author(s): Said Gamil Ahmed Sayed Ahmed,Hossein Jafari,Mukhtar Yagoub Youssif,Roberto Datja
Doi: 10.2174/9781681086514118010007

Ordinary Differential Equations and Tools for Their Solution

Ebook: Primary MATLAB® for Life Sciences: Guide for Beginners
Volume: 1 Year: 2013
Author(s): Leonid Burstein
Doi: 10.2174/9781608058044113010007

Numerical Methods for Subsurface Flows and Coupling with Surface Runoff

Ebook: Progress in Computational Physics (PiCP)
Volume: 2 Year: 2012
Author(s): P. Sochala,A. Ern
Doi: 10.2174/978160805254711202010032

Nonlinear Effects in Elastic Flexural-Torsional Vibrations of Beams of Arbitrary Cross Section

Journal: Recent Patents on Computer Science
Volume: 3 Issue: 3 Year: 2010 Page: 203-223
Author(s): Evangelos J. Sapountzakis, Ioannis C. Dikaros

Differential Quadrature, Generalized Methods, Related Discrete Element Analysis Methods And EDQ Based Time Integration Method

Journal: Recent Patents on Engineering
Volume: 1 Issue: 2 Year: 2007 Page: 163-176
Author(s): Chang-New Chen

Theory of Approximations

Ebook: Numerical Analysis for Science, Engineering and Technology
Volume: 1 Year: 2018
Author(s): Said Gamil Ahmed Sayed Ahmed,Hossein Jafari,Mukhtar Yagoub Youssif,Roberto Datja
Doi: 10.2174/9781681086514118010003

Part C: Treatment of the Chemical Reactions in an Air Pollution Model

Ebook: Advanced Numerical Methods for Complex Environmental Models: Needs and Availability
Volume: 1 Year: 2013
Author(s): István Faragó,Ágnes Havasi,Zahari Zlatev
Doi: 10.2174/9781608057788113010007

Computer-Aided Diagnosis Model for Skin Cancer Detection

Ebook: Recent Advances in Imaging
Volume: 1 Year: 2018
Author(s): Fuk-hay Tang
Doi: 10.2174/9781681087177118010009

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