Search Results - "Space-time finite element methods" :: K.UTB vyhledávací portál

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Optimal complexity solution of space-time finite element systems for state-based parabolic distributed optimal control problems

by Löscher, Richard, Reichelt, Michael, Steinbach, Olaf
Published in Journal of Complexity (01.02.2026)

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A Stationary Formulation of the Space-time Finite Element Method

by Kacprzyk, Zbigniew
Published in Procedia engineering (2016)

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Finite element approximation of time fractional optimal control problem with integral state constraint

by Liu, Jie, Zhou, Zhaojie
Published in AIMS mathematics (01.01.2021)

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A hybrid discontinuous in space and time Galerkin method for wave propagation problems

by Wang, Dalei, Tezaur, Radek, Farhat, Charbel
Published in International journal for numerical methods in engineering (27.07.2014)

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Efficient Solution of State-Constrained Distributed Parabolic Optimal Control Problems

by Löscher, Richard, Reichelt, Michael, Steinbach, Olaf
Year of Publication 08.10.2024

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Efficient Solution of State-Constrained Distributed Parabolic Optimal Control Problems

by Löscher, Richard, Reichelt, Michael, Steinbach, Olaf
Published in arXiv.org (08.10.2024)

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Comparison of Some Numerical Integration Methods for The Equations of Motion of Systems with a Finite Number of Degrees of Freedom

by Z. Kacprzyk, T. Lewiński
Published in Engineering transactions (01.03.1983)

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Journal Article

Optimal complexity solution of space-time finite element systems for state-based parabolic distributed optimal control problems

A Stationary Formulation of the Space-time Finite Element Method

Finite element approximation of time fractional optimal control problem with integral state constraint

A hybrid discontinuous in space and time Galerkin method for wave propagation problems

Efficient Solution of State-Constrained Distributed Parabolic Optimal Control Problems

Efficient Solution of State-Constrained Distributed Parabolic Optimal Control Problems

Comparison of Some Numerical Integration Methods for The Equations of Motion of Systems with a Finite Number of Degrees of Freedom

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