Preface
Modern scientific and engineering computations are based on a numerical study of applied mathematical models. Mathematical models involve linear or nonlinear equations as well as systems of ordinary differential equations (ODEs). But in the majority of cases, mathematical models consist of systems of partial differential equations (PDEs), which may be time-dependent as well as nonlinear and, moreover, they may be strongly coupled with each other. In addition, these equations are supplemented with the appropriate boundary and initial conditions. To obtain high-fidelity numerical results of practical interest, it is necessary to find solutions of boundary value problems in complicated computational domains.
The existing literature that ...
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