Applied partial differential equations: a visual approach by Peter A. Markowich.
Markowich, Peter A.| Call Number | 515.353 M34A |
| Author | Markowich, Peter A. |
| Title | Applied partial differential equations: a visual approach by Peter A. Markowich. |
| Publication | Berlin : Springer, c2007. |
| Physical Description | ix, 206 p. : col. ill. ; 25 cm. + CD-ROM (4 3/4 in.) |
| Contents | Kinetic equations : from Newton to Boltzmann -- The Navier-Stokes and Euler equations : fluid and gas dynamics -- Granular material flows -- Chemotactic cell motion and biological pattern formation -- Semiconductor modeling -- Free boundary problems and phase transitions -- Reaction-diffusion equations : homogeneous and heterogeneous environments -- Optimal transportation and Monge-Amp�ere equations -- Wave equations -- Digital image processing and analysis : PDEs and variational tools -- Socio-economic modeling. |
| Subject | DIFFERENTIAL EQUATIONS, PARTIAL. |
| Multimedia |
Total Ratings:
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$a Applied partial differential equations: $b a visual approach $c by Peter A. Markowich.
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$a ix, 206 p. : $b col. ill. ; $c 25 cm. + $e CD-ROM (4 3/4 in.)
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$a Includes bibliographical references.
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$a Kinetic equations : from Newton to Boltzmann -- The Navier-Stokes and Euler equations : fluid and gas dynamics -- Granular material flows -- Chemotactic cell motion and biological pattern formation -- Semiconductor modeling -- Free boundary problems and phase transitions -- Reaction-diffusion equations : homogeneous and heterogeneous environments -- Optimal transportation and Monge-Amp�ere equations -- Wave equations -- Digital image processing and analysis : PDEs and variational tools -- Socio-economic modeling.
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| Contents | Kinetic equations : from Newton to Boltzmann -- The Navier-Stokes and Euler equations : fluid and gas dynamics -- Granular material flows -- Chemotactic cell motion and biological pattern formation -- Semiconductor modeling -- Free boundary problems and phase transitions -- Reaction-diffusion equations : homogeneous and heterogeneous environments -- Optimal transportation and Monge-Amp�ere equations -- Wave equations -- Digital image processing and analysis : PDEs and variational tools -- Socio-economic modeling. |
| Subject | DIFFERENTIAL EQUATIONS, PARTIAL. |
| Multimedia |