Efficiency in terms of Lagrangian.
Eigenvalue problems for degenerate nonlinear elliptic equations in anisotropic media.
Ein Stetigkeitssatz für Variationsprobleme mit Ungleichungen als Nebenbedingung.
Eine Variationsmethode für elliptische Differentialoperatoren mit strengen Nichtlinearitäten.
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.
Elastic knots in euclidean 3-space
Elastic Problems and Optimal Control: Integrable Systems
Elements of quasiconvex subdifferential calculus.
Elliptic complexes in the calculus of variations [Book]
Embedding variational inequalities and their generalizations into a separation scheme.
Enlarged Asymptotic Compensation in Discrete Distributed Systems
This work concerns an enlarged analysis of the problem of asymptotic compensation for a class of discrete linear distributed systems. We study the possibility of asymptotic compensation of a disturbance by bringing asymptotically the observation in a given tolerance zone 𝒞. Under convenient hypothesis, we show the existence and the unicity of the optimal control ensuring this compensation and we give its characterization
Enlarged exact compensation in distributed systems
In this work, we examine, through the observation of a class of linear distributed systems, the possibility of reducing the effect of disturbances (pollution, etc.), by making observations within a given margin of tolerance using a control term. This problem is called enlarged exact remediability. We show that with a convenient choice of input and output operators (actuators and sensors, respectively), the considered control problem has a unique optimal solution, which will be given. We also study...
Entropy regularization of the transonic potential flow problem
Epiconvergence D'une Suite De Sommes En Niveaux De Fonctions Convexes Epiconvergence of a Sequence of Level Sums of Convex Functions
We consider the problem of minimizing the max of two convex functions from both approximation and sensitivity point of view.This lead up to study the epiconvergence of a sequence of level sums of convex functions and the related dual problems.
Epi-differentiability and optimality conditions for an extremal problem under inclusion constraints.
Epi-distance convergence of parametrised sums of convex functions in non-reflexive spaces.
Epigraphical analysis
Epi/hypo-convergence: The slice topology and saddle points approximation.