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Differential equations / Multivariable calculus / Partial differential equations / Finite difference / Numerical analysis / Method of characteristics / Spectral method / Calculus / Mathematical analysis / Mathematics


Transforming systems of PDEs for efficient numerical solution Andreas Wrangsjö, Peter Fritzson and K. Sheshadri Department of Computer and Information Science Linköping University, S−[removed]Linköping, Sweden Email:
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Document Date: 1999-06-21 06:11:09

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File Size: 120,31 KB

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City

Linköping / Reno / /

Company

John Wiley & Sons Inc. / Heinz / CRC Press / Programming Environment Laboratory / /

Currency

GBP / /

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Facility

Information Science Linköping University / University of London / /

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IndustryTerm

numerical solution / /

Organization

K. Sheshadri Department of Computer / Department of Computer Science / Computer and Information Science Linköping University / U.S. Securities and Exchange Commission / University of London / /

Person

Difference Methods / Vadim Engelson / Victor G. Ganzha / Joseph Oliger / Otto Kreiss / Time Dependent Problems / Mathematica / Min Oh / Peter Fritzson / Johan Gunnarsson / Using Mathematica / /

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Position

forward / /

ProgrammingLanguage

Mathematica / C++ / /

ProvinceOrState

Nevada / /

Technology

Simulation / /

URL

www.modelica.org / www.ida.liu.se/~pelab/modelica / www.mathcore.com / /

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