[PDF] Top 20 MULTIPOINT PROBLEM WITH EQUIDISTANT NODES FOR PARTIAL DIFFERENTIAL EQUATIONS
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MULTIPOINT PROBLEM WITH EQUIDISTANT NODES FOR PARTIAL DIFFERENTIAL EQUATIONS
... MULTIPOINT PROBLEM WITH EQUIDISTANT NODES FOR PARTIAL DIFFERENTIAL EQUATIONS IRYNA KLYUS AND INNA KUDZINOVS’KA ...the problem with ... Voir le document complet
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Certified Reduced Basis Methods for Parametrized Partial Differential Equations
... classic problem, dealing with forced steady heat convection combined with heat conduction in a duct with walls at different temperature and of different ...the problem illustrates many ... Voir le document complet
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Invariant discretizations of partial differential equations
... Introduction For the last 20 years, a considerable amount of work has been invested into the problem of invariantly discretizing differential equations with ...difference ... Voir le document complet
158
Shape optimization of a Dirichlet type energy for semilinear elliptic partial differential equations
... energy” with respect to the domain under a volume constraint is a standard problem in shape optimization which is now well ...the problem, where one aims at mini- mizing a Dirichlet-type energy ... Voir le document complet
31
Backward Stochastic Differential Equations with no driving martingale, Markov processes and associated Pseudo Partial Differential Equations
... Differential Equations (BSDEs) with no driving ...deterministic problem, called Pseudo-PDE which con- stitute the natural generalization of a parabolic semilinear PDE which naturally appears when the ... Voir le document complet
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Similarity solutions of partial differential equations in probability
... to the eigenvalues λ n are orthogonal to each other with respect to the weight function Rθ. However, computing these eigenvalues explicitly is another problem. Here, we consider the case where θ 00 0, ... Voir le document complet
15
Strong and weak error estimates for the solutions of elliptic partial differential equations with random coefficients
... the problem of numerically approximating the solution of an elliptic partial dierential equation with random coecients and homogeneous Dirichlet boundary ...deal with the lack of uniform ... Voir le document complet
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The inverse problem for rough controlled differential equations
... framework for the study of controlled systems, its core notions and tools have proved extremely useful in handling a number of practical important ...schemes for the simulation of various partial ... Voir le document complet
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A multiscale method with patch for the solution of stochastic partial differential equations with localized uncertainties
... methods for the reformulation of the local problems when these present geometrical ...patches with independent ...example with four patches and with no geometrical ...7 for the solution ... Voir le document complet
39
Monte-Carlo Algorithms for Forward Feynman-Kac type representation for semilinear nonconservative Partial Differential Equations
... (3.9) with the follow- ing values of parameters Φ(t, x) := ν, g(t, x) := 0, Λ(t, x, y, z) := z , in order to approximate the solution of ...control problem and KPZ (deterministic) equation Let us introduce ... Voir le document complet
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Shape optimization of a Dirichlet type energy for semilinear elliptic partial differential equations
... energy” with respect to the domain under a volume constraint is a standard problem in shape optimization which is now well ...the problem, where one aims at minimizing a Dirichlet- type energy ... Voir le document complet
33
Development of geostatistical models using Stochastic Partial Differential Equations
... involve for instance the advection-diffusion equation, Langevin’s equations and the Heat equation with a fractional Laplacian ...The problem is solved considering solutions in a suitable space ... Voir le document complet
315
In-Domain Control of Partial Differential Equations
... out problem under the setting of multiple pointwise in-domain actuation and sensing, have been reported in the ...the problem of asymptotic output regulation of PDEs under in-domain control is the one ... Voir le document complet
135
Numerical Methods and Deep Learning for Stochastic Control Problems and Partial Differential Equations
... the problem (basically, by adding more points where the estimations need to be ...liquidation problem). In this case, one should build grids with many points located where the process is supposed to ... Voir le document complet
271
Solving Partial Differential Equations with Chaotic Asynchronous Schemes in Multi- Interaction Systems
... time, for example in such case of dealing with some problems in the semi-classical way [25, 17] or when we study the effect on an atom or molecule of an ex- ternal electric field variable ...search ... Voir le document complet
13
Isogeometric methods for hyperbolic partial differential equations
... values for a selected class of ...tained with the classical Galerkin method ...the problem under consideration and the chosen numerical ...basis for PG FEM. Given a differential ... Voir le document complet
236
An eXtended Stochastic Finite Element Method for solving stochastic partial differential equations on random domains
... stochastic partial differential equations defined on random ...deal with random ...start with similar reformulation of the problem and definition of approximation ... Voir le document complet
51
McKean Feynman-Kac probabilistic representations of non-linear partial differential equations
... Planck equations can be represented by MSDEs which in turn can be represented by interacting particles ...Fokker-Planck equations in the sense of (1.1) with a non-zero term Λ allowing to take into ... Voir le document complet
23
Development of geostatistical models using stochastic partial differential equations
... involve for instance the advection-diffusion equation, Langevin’s equations and the Heat equation with a fractional Laplacian ...The problem is solved considering solutions in a suitable space ... Voir le document complet
315
Sharp Derivative Bounds for Solutions of Degenerate Semi-Linear Partial Differential Equations
... condition with m = 3 and weak H ¨ormander condition as ...bound for the derivatives of order less than 2 is the same as in the linear case but suggests that a threshold might exist at order ...3. For ... Voir le document complet
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