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Applications of Mathematics
Volume 48
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Additional note on partial regularity of weak solutions of the Navier-Stokes equations in the class $L^\infty (0,T,L^3(\Omega )^3)$
Applied mathematics during the 50 years history of the Mathematical Institute of the Academy of Sciences
Attractors for general operators
Book Reviews
Book Reviews
Book Reviews
The boundary regularity of a weak solution of the Navier-Stokes equation and its connection to the interior regularity of pressure
Bounds for $f$-divergences under likelihood ratio constraints
Computing the differential of an unfolded contact diffeomorphism
Contaminant transport with adsorption in dual-well flow
Continuation of invariant subspaces via the Recursive Projection Method
Convergence of discretization procedures for problems whose entropy solutions are uniquely characterized by additional relations
Convergence of Rothe's method in Hölder spaces
Decision-making for long memory data in technical-economic design, fractals and decision area bubbles
Diffuse-interface treatment of the anisotropic mean-curvature flow
An epidemic model with a time delay in transmission
Finite element approximation of a contact vector eigenvalue problem
Fully discrete error estimation by the method of lines for a nonlinear parabolic problem
Galerkin approximations for the linear parabolic equation with the third boundary condition
In memoriam Professor Jindřich Nečas
An international symposium honouring professor Karel Rektorys' eightieth. Foreword
Laudatio
Linearized models with constraints of type I
Linearized regression model with constraints of type II
Making use of incomplete observations for regression in bivariate normal model
A maxmin principle for nonlinear eigenvalue problems with application to a rational spectral problem in fluid-solid vibration
The method of Rothe and two-scale convergence in nonlinear problems
Nonlinear models of suspension bridges: discussion of the results
A note on the generalized energy inequality in the Navier-Stokes equations
Numerical solution of several models of internal transonic flow
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