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Analysis of krylov subspace approximation to large-scale differential riccati equations
ArticleAbstract: We consider a Krylov subspace approximation method for the symmetric differential Riccati equation XPalabras claves:Differential Riccati equations, Exponential integrators, Krylov subspace methods, Large-scale ordinary differential equations, Low-rank approximation, LQR optimal control problems, Matrix exponential, Model order reductionAutores:Hermann Mena, Koskela A.Fuentes:scopusGPU acceleration of splitting schemes applied to differential matrix equations
ArticleAbstract: We consider differential Lyapunov and Riccati equations, and generalized versions thereof. Such equaPalabras claves:Differential Lyapunov equations, Differential Riccati equations, GPU acceleration, large scale, Splitting schemesAutores:Hermann Mena, Lena Maria Pfurtscheller, Stillfjord T.Fuentes:scopusNumerical low-rank approximation of matrix differential equations
ArticleAbstract: The efficient numerical integration of large-scale matrix differential equations is a topical problePalabras claves:Differential Lyapunov equations, Differential Riccati equations, Dynamical low-rank approximation, El Niño simulation, Linear quadratic regulator problem, Splitting integratorsAutores:Hermann Mena, Lena Maria Pfurtscheller, Ostermann A., Piazzola C.Fuentes:scopus