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elliptic equation. Our discussion will be organized as follows. In §12.1, we describe the vanishing viscosity approach of for constructing an elliptic-hyperbolic approximation on a non-overlapping decomposition. In §12.2, we describe an elliptic-hyperbolic approximation on overlapping subdom准则 发表于 2025-3-22 20:36:21
Jianfa Shen based on the extended domain. Recent literature has also included formulations which are based on the Lagrange multiplier and least squares-control frameworks . Chap. 13.1 describes heuristic examples motivating fictitiousGEST 发表于 2025-3-22 21:30:51
Yeonjin Lee,Doo-Sub Kimosition methods for partial differential equations. The emphasis of this monograph is to put domain decomposition methods in the context of so-called virtual optimal control problems and, more importantly, to treat optimal control problems for partial differential equations and their decom positionTartar 发表于 2025-3-23 04:43:06
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Jean-Christophe Diepart,Chanrith Ngino higher order interpolation (one may increase the degree of the polynomials in the whole mesh as easily as for spectral methods and this can also be done locally), no global mass matrix to invert when solving time-domain systems of partial differential equations using an explicit time discretizatio