A new Dirac-Frenkel-Onsager dynamics injects gauge momentum to achieve unbiased, temporally smooth parameter evolution for nonlinear PDE approximations.
9 Dirac-Frenkel-Onsager (DFO) Du, Y
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Inertial Dirac-Frenkel dynamics yield well-posed parameter evolution for nonlinear parametrizations with a posteriori error bounds and improved numerical robustness.
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A Dirac-Frenkel-Onsager principle: Instantaneous residual minimization with gauge momentum for nonlinear parametrizations of PDE solutions
A new Dirac-Frenkel-Onsager dynamics injects gauge momentum to achieve unbiased, temporally smooth parameter evolution for nonlinear PDE approximations.
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Dirac-Frenkel dynamics with inertia for nonlinearly parametrized solutions of evolution problems
Inertial Dirac-Frenkel dynamics yield well-posed parameter evolution for nonlinear parametrizations with a posteriori error bounds and improved numerical robustness.