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The Interaction of Nonlinear Analysis and Modern Applied Mathematics Andrew J.Majda*
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Document Date: 2012-04-18 10:48:33

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File Size: 1,97 MB

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City

Kyoto / /

Company

G Co / /

Country

Japan / /

Facility

Princeton University / Computational Mathematics Fine Hall / /

IndustryTerm

smooth solutions / mathematical tools / smooth exact solutions / finite kinetic energy / kinetic energy / uniform local kinetic energy bounds / hyperbolic systems / singular solutions / nontrivial measure-valued solution / conceivable weak solutions / Steady exact solutions / appropriate free energy / energy estimate / appropriate free energy density / numerical algorithms / typical computational and practical applications / approximate solutions / singular solution / explicit focusing solutions / quasi-linear hyperbolic systems / local kinetic energy / energy / /

Organization

Congress / Mathematical Society of Japan / International Congress / National Science Foundation / Princeton University / Nonlinear Analysis and Modern Applied Mathematics Andrew J.Majda* Department of Mathematics and Program / /

Person

Andrew J.Majda / Artola / Ron Diperna / /

Position

author / distinguished sign i.e. coo / Hunter / coo / /

Product

J-1044 / K-0013 / /

ProvinceOrState

New Jersey / /

Technology

laser / Av / 3-D / fluid dynamics / /

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