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Applications of Mathematics
Volume 40
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Asymptotically normal confidence intervals for a determinant in a generalized multivariate Gauss-Markoff model
Book Reviews
Book Reviews
Continuous-time finite element analysis of multiphase flow in groundwater hydrology
Convergence of numerical methods for systems of neutral functional-differential-algebraic equations
Convergent algorithms suitable for the solution of the semiconductor device equations
Coupling of chemical reaction with flow and molecular transport
Densities of determinant ratios, their moments and some simultaneous confidence intervals in the multivariate Gauss-Markoff model
Double points on characteristics
Efficient numerical solution of mixed finite element discretizations by adaptive multilevel methods
An explicit modified method of characteristics for the one-dimensional nonstationary convection-diffusion problem with dominating convection
Explicit two-step Runge-Kutta methods
Fast multigrid solver
Functional equations and a theoretical model of DLTS
In memoriam of Jiří Likeš
Interpolating and smoothing biquadratic spline
Linear-quadratic estimators in a special structure of the linear model
A matrix constructive method for the analytic-numerical solution of coupled partial differential systems
Mean square approximation by optimal periodic interpolation
A note to independent sets in scheduling
A numerical method for unsteady flows
On a linearization of regression models
On numerical solution of weight minimization of elastic bodies weakly supporting tension
On some sharp bounds for the off-diagonal elements of the homogenized tensor
Optimal design problems for a dynamic viscoelastic plate. I. Short memory material
A parallel algorithm for two phase multicomponent contaminant transport
Prague Mathematical Conference 1996. Preliminary announcement
Prague Mathematical Conference 1996. Preliminary announcement
Proceedings of the 2nd Summer Conference Numerical Modelling in Continuum Mechanics. Preface
Properly recorded estimate and confidence regions obtained by an approximate covariance operator in a special nonlinear model
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