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Křížek, Michal: Colouring polytopic partitions in $\mathbb R^d$.
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Brandts, Jan; Stevenson, Rob: A stable and optimal complexity solution method for mixed finite element discretizations.
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Ženíšek, Alexander: The use of semiregular finite elements.
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Dziuk, Gerhard; Hutchinson, John E.: A finite element method for the computation of parametric minimal surfaces.
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Babuška, Ivo: On the $h$, $p$ and $h$ - $p$ version of the finite element method.
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Křížek, Michal:
Padesát let metody konečných prvků.
(Czech) [Fifty years of the finite element method].Pokroky matematiky, fyziky a astronomie,
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Hlaváček, I.: Domain optimization in axisymmetric elliptic problems.
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Lin, Qun: Extrapolation of finite element solutions on non-uniform quadrilateral meshes.
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Thomée, Vidar: Error estimates for finite element methods for semilinear parabolic problems with nonsmooth data.
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Nitsche, Joachim A.: Free boundary problems for Stoke's flows and finite element methods.
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Nédélec, Jean-Claude: Mixed finite element in 3D in $H(\operatorname{div})$ and $H(\operatorname{curl})$.
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Rektorys, Karel: Numerical and theoretical treating of evolution problems by the method of discretization in time.
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Kodnár, Rudolf: A posteriori estimations of approximate solutions for some types of boundary value problems.
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Brezzi, Franco: Recent results in the approximation of free boundaries.
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Ženíšek, Alexander: Some new convergence results in finite element theories for elliptic problems.
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Křížek, Michal: Superconvergence results for linear triangular elements.
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Godunov, S. K.:
Интегралы энергии уравнений гиперболических по Петровскому.
(Russian) [Energy integrals of equations that are hyperbolic in the sense of Petrovskij].Commentationes Mathematicae Universitatis Carolinae,
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Törnig, W.: Monoton konvergente Iterationsprozesse zur Lösung diskretisierter nichtlinearer Randwertprobleme.
(German) [Monotonically convergent iteration processes for solving discretized nonlinear boundary value problems].
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Ženíšek, Alexander: Finite element methods for linear coupled thermoelasticity.
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Zlámal, Miloš: Galerkin-finite element solution of nonlinear evolution problems.
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Axelsson, O.: On the iterative solution of finite element systems of equations.
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Sveshnikov, A. G.: Неполный метод Галеркина в задачах математической физики.
(Russian) [A partial Galerkin method in problems of mathematical physics].
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Hlaváček, I.: Dual finite element analysis for some unilateral boundary value problems.
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Haslinger, Jaroslav:
A note on a dual finite element method.
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Zlámal, Miloš: Curved elements in the finite element method.
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Whiteman, J. R.; Barnhill, R. E.: Finite element methods for elliptic mixed boundary value problems containing singularities.
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Descloux, Jean: Finite elements and numerical stability.
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Ženíšek, Alexander: Hermite interpolation on simplexes in the finite element method.
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Nitsche, Joachim A.: Interior error estimates of projection methods.
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Bramble, J. H.: On the approximation of eigenvalues of non-selfadjoint operators.
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A remark to the finite element method.
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