Introduction to partial differential equations for scientists and engineers using Mathematica

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Fourier Series The Fourier Series of a Periodic Function Convergence of Fourier Series Integration and Differentiation of Fourier Series Fourier Sine and Fourier Cosine Series Mathematica Projects Integral TransformsThe Fourier Transform and Elementary Properties Inversion Formula of the Fourier Tra...

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Detalles Bibliográficos
Autores principales: Adzievski, Kuzman, Siddiqi, Abul Hasan
Lenguaje:eng
Publicado: CRC Press 2013
Materias:
Mathematical Physics and Mathematics
Acceso en línea:http://cds.cern.ch/record/2018898
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author Adzievski, Kuzman
Siddiqi, Abul Hasan
author_facet Adzievski, Kuzman
Siddiqi, Abul Hasan
author_sort Adzievski, Kuzman
collection CERN
description Fourier Series The Fourier Series of a Periodic Function Convergence of Fourier Series Integration and Differentiation of Fourier Series Fourier Sine and Fourier Cosine Series Mathematica Projects Integral TransformsThe Fourier Transform and Elementary Properties Inversion Formula of the Fourier Transform Convolution Property of the Fourier TransformThe Laplace Transform and Elementary Properties Differentiation and Integration of the Laplace Transform Heaviside and Dirac Delta Functions Convolution Property of the Laplace Transform Solution of Differential Equations by the Integral Transforms
id cern-2018898
institution Organización Europea para la Investigación Nuclear
language eng
publishDate 2013
publisher CRC Press
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spelling cern-20188982021-04-21T20:18:38Zhttp://cds.cern.ch/record/2018898engAdzievski, KuzmanSiddiqi, Abul HasanIntroduction to partial differential equations for scientists and engineers using MathematicaMathematical Physics and MathematicsFourier Series The Fourier Series of a Periodic Function Convergence of Fourier Series Integration and Differentiation of Fourier Series Fourier Sine and Fourier Cosine Series Mathematica Projects Integral TransformsThe Fourier Transform and Elementary Properties Inversion Formula of the Fourier Transform Convolution Property of the Fourier TransformThe Laplace Transform and Elementary Properties Differentiation and Integration of the Laplace Transform Heaviside and Dirac Delta Functions Convolution Property of the Laplace Transform Solution of Differential Equations by the Integral TransformsCRC Pressoai:cds.cern.ch:20188982013
spellingShingle Mathematical Physics and Mathematics
Adzievski, Kuzman
Siddiqi, Abul Hasan
Introduction to partial differential equations for scientists and engineers using Mathematica
title Introduction to partial differential equations for scientists and engineers using Mathematica
title_full Introduction to partial differential equations for scientists and engineers using Mathematica
title_fullStr Introduction to partial differential equations for scientists and engineers using Mathematica
title_full_unstemmed Introduction to partial differential equations for scientists and engineers using Mathematica
title_short Introduction to partial differential equations for scientists and engineers using Mathematica
title_sort introduction to partial differential equations for scientists and engineers using mathematica
topic Mathematical Physics and Mathematics
url http://cds.cern.ch/record/2018898
work_keys_str_mv AT adzievskikuzman introductiontopartialdifferentialequationsforscientistsandengineersusingmathematica
AT siddiqiabulhasan introductiontopartialdifferentialequationsforscientistsandengineersusingmathematica

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