Eine strenge Begründung dynamischer Programme und die Bestimmung ausgezeichneter Knoten- und Kantenmengen in endlichen Graphen.
Eine Variationsmethode für elliptische Differentialoperatoren mit strengen Nichtlinearitäten.
Eine Variationsungleichung und Anwendungen.
Ekeland's principle for vector-valued maps based on the characterization of uniform spaces via families of generalized quasi-metrics.
Ekeland's variational principle in Fréchet spaces and the density of extremal points
By modifying the method of Phelps, we obtain a new version of Ekeland's variational principle in the framework of Fréchet spaces, which admits a very general form of perturbations. Moreover we give a density result concerning extremal points of lower semicontinuous functions on Fréchet spaces. Even in the framework of Banach spaces, our result is a proper improvement of the related known result. From this, we derive a new version of Caristi's fixed point theorem and a density result for Caristi...
Ekeland's variational principle in locally p-convex spaces and related results
In the framework of locally p-convex spaces, two versions of Ekeland's variational principle and two versions of Caristi's fixed point theorem are given. It is shown that the four results are mutually equivalent. Moreover, by using the local completeness theory, a p-drop theorem in locally p-convex spaces is proven.
El contraste de hipótesis compuesta frente a alternativa simple como problema de programación matemática infinita.
Elastic knots in euclidean 3-space
Elastic Problems and Optimal Control: Integrable Systems
Electrical Impedance Tomography: from topology to shape
Electrowetting of a 3D drop: numerical modelling with electrostatic vector fields
The electrowetting process is commonly used to handle very small amounts of liquid on a solid surface. This process can be modelled mathematically with the help of the shape optimization theory. However, solving numerically the resulting shape optimization problem is a very complex issue, even for reduced models that occur in simplified geometries. Recently, the second author obtained convincing results in the 2D axisymmetric case. In this paper, we propose and analyze a method that is suitable...
Éléments finis mixtes incompressibles pour l'équation de Stokes dans IR3 .
Elements of quasiconvex subdifferential calculus.
Elliptic complexes in the calculus of variations [Book]
Embedded, doubly periodic minimal surfaces.
Embedded maximal ellipsoids and semi-infinite optimization.
Embedded solutions for exterior minimal surface problems.
Embeddedness and uniqueness of minimal surfaces solving a partially free boundary value problem.
Embedding variational inequalities and their generalizations into a separation scheme.
Empirical regression quantile processes
We address the problem of estimating quantile-based statistical functionals, when the measured or controlled entities depend on exogenous variables which are not under our control. As a suitable tool we propose the empirical process of the average regression quantiles. It partially masks the effect of covariates and has other properties convenient for applications, e.g. for coherent risk measures of various types in the situations with covariates.