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Applications of Mathematics
Volume 38
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Address of the honorary president of ISNA'92 Professor Ivo Babuška
Address of the vicerector of the Charles University Professor Josef Pacák
An algebraic construction of discrete wavelet transforms
An alternating-direction iteration method for Helmholtz problems
Area of contraction of Newton's method applied to a penalty technique for obstacle problems
A boundary multivalued integral “equation” approach to the semipermeability problem
A characterization of the gamma distribution in terms of conditional moment
Computer-intensive methods in control and signal processing. Can we beat the curse of dimensionality?
Convergence of randomly oscillating point patterns to the Poisson point process
Data compression with $\Sigma\Pi$-approximations based on splines
Discrete evolutions: Convergence and applications
Efficient inexact Newton-like methods with application to problems of the deformation theory of plasticity
Experiments with Krylov subspace methods on a massively parallel computer
Finite element solution of a stationary heat conduction equation with the radiation boundary condition
Finite nondense point set analysis
The general form of local bilinear functions
A global analysis of Newton iterations for determining turning points
Grid adjustment based on a posteriori error estimators
Including eigenvalues of the plane Orr-Sommerfeld problem
International Symposium on Numerical Analysis ISNA'92. Preface
K šedesátinám Ing. Ivana Hlaváčka, DrSc.
A modified Cayley transform for the discretized Navier-Stokes equations
A necessary and sufficient criterion to guarantee feasibility of the interval Gaussian algorithm for a class of matrices
Numerical analysis of the Navier-Stokes equations
On an inequality and the related characterization of the gamma distribution
On approximation of the Neumann problem by the penalty method
On mesh independence and Newton-type methods
On modification of Samoilenko's numerical-analytic method of solving boundary value problems for difference equations
On parameter-effects arrays in non-linear regression models
On the efficient use of the Galerkin-method to solve Fredholm integral equations
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