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Ein Gradienten- und Schwerpunktverfahren der linearen und nichtlinearen Optimierung
Einige Bemerkungen zur numerischen Stabilität von Matrizeniterationen
Einige Fragen der Theorie der Luftschmierung
Einige neue Methoden zur numerischen Berechnung von Eigenwerten
Einige Sätze über das Verfahren der tangierenden Hyperbeln in Banach-Räumen
Ein notwendiges und hinreichendes Optimalitätskriterium für allgemeine quadratische Optimierungsprobleme
Einschliessungsaussagen bei Systemen semilinearer parabolischer Differentialgleichungen
Electric network analysis by the generalized cut-set matrix method
Elektronkový oscilátor s diodovou stabilizací
An element agglomeration nonlinear additive Schwarz preconditioned Newton method for unstructured finite element problems
Elimination on sparse symmetric systems of a special structure
Elliptic boundary value problems with nonvariational perturbation and the finite element method
The elliptic problems in a family of planar open sets
Empirical regression quantile processes
Empirické formule, vyskytující se ve fysikálně chemických aplikacích
Encyklopedie antiky
An energy analysis of degenerate hyperbolic partial differential equations.
Energy dissipation and hysteresis cycles in pre-sliding transients of kinetic friction
An entropy stable finite volume method for a compressible two phase model
Entry-exit decisions with implementation delay under uncertainty
An epidemic model with a time delay in transmission
Epsilon-inflation with contractive interval functions
Equations containing locally Henstock-Kurzweil integrable functions
Équations de von Kármán. II. Approximation de la solution
Equations de von Kármán. I. Résultat d'existence pour les problèmes aux limites non homogènes.
Equations of magnetohydrodynamics of compressible fluid: Periodic solutions
An equilibrium finite element method in three-dimensional elasticity
Equivalent formulations of generalized von Kármán equations for circular viscoelastic plates
Errata: ``A simple mathematical model of the human liver''
Erratum to Fourier diffraction theorem for the tensor fields
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