Examples of using Partial differential equations in English and their translations into German
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Controllability of partial differential equations.
Partial differential equations we will get into later.
Numerical Methods for Partial Differential Equations.
Partial differential equations are modelled using model macros.
Mathematical physics and partial differential equations.
The ADI(alternate directions implicit) method is widely used for thenumerical solution of multidimensional parabolic PDE partial differential equations.
Chair in Analysis(Nonlinear Partial Differential Equations) Prof. Dr. Aldo Pratelli.
With Sverak:"Unexpected solutions of first and second order partial differential equations.
My only active encounter with partial differential equations, a subject to which I had always hoped to return but in a different vein.
We're talking about books on hyper geometric partial differential equations.
Theory of solving elliptic partial differential equations, Ritz Galerkin method for approximative solutions and the application of this theory to FEM will be discussed.
Well actually, there's a first big one, ordinary and partial differential equations.
Geometrical partial differential equations are also the focus of Paola Pozzi's research group, where numerical topics are considered in addition to the analytical aspects.
Symbolic support for solving partial differential equations and eigenproblems.
This expository paperdiscusses the present state of our ability to solve partial differential equations.
Prof. Reissig conducts research on the theory of partial differential equations, and in particular on wave models and general evolution equations. .
September 2009, Kirchzarten(Black Forest),partially supported by the DFG Research Unit"Nonlinear Partial Differential Equations" Professor Kunibert G.
A more detailed modeling leads to nonlinear partial differential equations, but because of their complexity they can't be incorporated directly into the vehicle simulation.
We have the only cookbook in the world that has partial differential equations in it.
Of central importance is, for instance, the investigation of invariance principles in the dependence of geometric identifying quantities of underlying metric measure spaces,and the approximations of stochastic partial differential equations.
Master of the methods dealing with the partial differential equations of mathematical physics.
 We invite Master's students,  PhD students and postdocs whose interests are related to thetopics of multiscale methods for ordinary and/or partial differential equations to participate.
The basic mathematicalmodels are described by certain nonlinear partial differential equations which involve also empirical relationships.
Announcement of a PostDoc position starting in October 2018, with initial appointment limited to one year,in the area of calculus of variations and partial differential equations.
Get an overview of the finite element method to numerically solve partial differential equations in the field of electro technic.
This book is a vast treasury ofrigorous mathematical results about the Prandtl systems of partial differential equations in fluid dynamics.
The DFG also extended the funding for the Research Unit“Rough Paths, Stochastic Partial Differential Equations and Related Topics” at Technische Universität Berlin.
This entry was posted in Mathematical notes and tagged alternate directions implicit method, Douglas-Rachford scheme,numerical solution, partial differential equations, Peaceman-Rachford ADI-scheme.
The finite element method is a numerical procedure for the approximate solution of, in particular,elliptical, partial differential equations with peripheral conditions.
The geometry of Banach spaces, convexity in high dimensions, harmonic analysis, ergodic theory, and finally,nonlinear partial differential equations from mathematical physics.