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Numerical realization of a fictitious domain approach used in shape optimization. Part I: Distributed controls.
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Applications of Mathematics,
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Hlaváček, Ivan:
Weight minimization of elastic plates using Reissner-Mindlin model and mixed-interpolated elements.
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Applications of Mathematics,
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Hlaváček, Ivan; Mäkinen, Raino:
On the numerical solution of axisymmetric domain optimization problems.
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Applications of Mathematics,
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Hlaváček, Ivan:
Domain optimization in $3D$-axisymmetric elliptic problems by dual finite element method.
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Aplikace matematiky,
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Hlaváček, Ivan:
Inequalities of Korn's type, uniform with respect to a class of domains.
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Aplikace matematiky,
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Hlaváček, Ivan:
Korn's inequality uniform with respect to a class of axisymmetric bodies.
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Aplikace matematiky,
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pp. 146-154
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Hlaváček, Ivan:
Shape optimization of elastic axisymmetric bodies.
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Aplikace matematiky,
vol. 34
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pp. 225,226-245
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Hlaváček, Ivan:
Domain optimization in axisymmetric elliptic boundary value problems by finite elements.
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Aplikace matematiky,
vol. 33
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Kestřánek, Zdeněk:
Numerical analysis for optimal shape design in elliptic boundary value problems.
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Aplikace matematiky,
vol. 33
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Bock, Igor; Hlaváček, Ivan; Lovíšek, Ján:
On the optimal control problem governed by the equations of von Kármán. III. The case of an arbitrary large perpendicular load.
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Aplikace matematiky,
vol. 32
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Žubrinić, Darko:
On the optimal control of nonresonant elliptic equations.
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Commentationes Mathematicae Universitatis Carolinae,
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Matyska, Ctirad:
The optimization of the stationary heat equation with a variable right-hand side.
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Aplikace matematiky,
vol. 31
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Haslinger, Jaroslav; Lovíšek, Ján:
The approximation of an optimal shape control problem governed by a variational inequality with flux cost functional.
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Commentationes Mathematicae Universitatis Carolinae,
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Bock, Igor; Hlaváček, Ivan; Lovíšek, Ján:
On the optimal control problem governed by the equations of von Kármán. II. Mixed boundary conditions.
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Aplikace matematiky,
vol. 30
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Bock, Igor; Hlaváček, Ivan; Lovíšek, Ján:
On the optimal control problem governed by the equations of von Kármán. I. The homogeneous Dirichlet boundary conditions.
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Aplikace matematiky,
vol. 29
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