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Typical settings constitute non-linear systems of partial differential equations (PDEs) and ODEs.
Extraction problems governed by systems of partial differential equations appear in several branches of Engineering.
An efficient adaptive multiresolution numerical method is described for solving systems of partial differential equations.
The framework handles adaptively refined meshes and systems of partial differential equations.
Mathematical models for large-scale air pollution studies consist of systems of partial differential equations (PDEs).
Standard DGFEM formulations cannot be applied to nonconservative systems of partial differential equations.
This method has immediate applications for pseudospectral solutions of many systems of partial differential equations.
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Researchers have studied and favoured a plethora of techniques to approach this issue, ranging from very simple empirically-based mathematical models, to physically-based, deductive and very formal numerical integration of systems of partial-differential equations.
Trudinger inequality is actually a system of partial differential equations.
The coupled nonlinear system of partial differential Eqs.
Variational inequality is actually a system of partial differential equations.
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