Examples of using Nonlinear partial in English and their translations into Danish
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Moreover the methods are new and extremely subtle,using difficult nonlinear partial differential equations.
The research then explored other nonlinear partial differential equations for evidence of soliton phenomena.
Chang's research interests include the study of certain geometric types of nonlinear partial differential equations.
Such nonlinear partial differential equation simply do not have smooth or even C1 solutions existing after short times.
The systems he had in mind are those described by linear and nonlinear partial differential equations.
The problem that arises is decribed in:… such nonlinear partial differential equation simply do not have smooth or even C1 solutions existing after short times.
She described advances in geometry that have been achieved through the study of systems of nonlinear partial differential equations.
For his work in nonlinear partial differential equations, his contributions to the topology of differentiable manifolds, and for his work on the complex Monge- Ampère equation on compact complex manifolds.
Keep in mind that there is in truth no central core theory of nonlinear partial differential equations, nor can there be.
This is now recognised as a fundamental ingredient in the theory of'solitons',applicable to a wide class of nonlinear partial differential equations.
In 1981 Yau was awarded The Oswald Veblen Prize in Geometry:… for his work in nonlinear partial differential equations, his contributions to the topology of differentiable manifolds, and for his work on the complex Monge- Ampère equation on compact complex manifolds.
The first area of Lions work that is highlighted by both andis his work on"viscosity solutions" for nonlinear partial differential equations.
Lions has made some of the most important contributions to the theory of nonlinear partial differential equations through the 1980s and 1990s.
In that year two Dutch mathematical physicists published an article in which they showed that surface waves on a liquid should satisfy a particular nonlinear partial differential equation.
For example in 1948 she studied numerical solutions of a partial differential equation in On a nonlinear partial differential equation arising in the theory of filtration.
Roger Teman in explains what Lions had in mind when he chose this title for his chair:The systems he had in mind are those described by linear and nonlinear partial differential equations.
The geometry of Banach spaces, convexity in high dimensions, harmonic analysis, ergodic theory,and finally, nonlinear partial differential equations from mathematical physics.
Bourgain's work touches on several central topics of mathematical analysis: the geometry of Banach spaces, convexity in high dimensions, harmonic analysis, ergodic theory,and finally, nonlinear partial differential equations from mathematical physics.
That the subject is a confederation of diverse subareas,each studying different phenomena for different nonlinear partial differential equation by utterly different methods.
The sources of partial differential equations are so many- physical, probalistic, geometric etc.- that the subject is a confederation of diverse subareas,each studying different phenomena for different nonlinear partial differential equation by utterly different methods.
Caffarelli addressed the Congress on Bourgain's work which had led to this great honour: Bourgain's work touches on several central topics of mathematical analysis: the geometry of Banach spaces, convexity in high dimensions, harmonic analysis, ergodic theory,and finally, nonlinear partial differential equations from mathematical physics.