Add to ORKGAbstract. We study conditions under which a functional F (u,B) defined for every u ∈ Ck(Ω;Rm) and every Borel subset B of Ω admits the integral repre-sentation F (u,B)
Let $X $ be a metric space, and let $f $ be a real valued function defined on $X\cross \mathbb{R}^{d...
A general lower semicontinuity theorem, in which not only mappings u(M) and P-M but also the integra...
AbstractThis paper considers Fréchet differentiability almost everywhere in the sense of category of...
We study conditions under which a functional $F(u,B)$ admits an integral representation of the form ...
Abstract. – We study conditions under which a functional F (u,B) admits an integral representation o...
We study conditions under which a functional $F(u,B)$ admits an integral representation of the form ...
We study conditions under which a functional $F(u,B)$ admits an integral representation of the form ...
Let $D$ be a regular closed set in the open subspace $G subset mathbb{R}^{n} R$ and $C^{m} (D)$ be t...
Title: Gradient mapping of functions of several variables Author: Alena Skálová Department: Departme...
AbstractThe purpose of this paper is to give conditions under which a continuous mapping admits a lo...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7 Rome / CNR - Consiglio ...
We first generalize the classical implicit function theorem of Hildebrandt and Graves to the case wh...
summary:Given a modulus of continuity $\omega$ and $q \in[1, \infty[ $ then $H_q^\omega$ denotes the...
Given a Borel function g: Rn → [0,+∞] having convex effectivedomain, but not necessarily bounded or ...
Following the global method for relaxation we prove an integral representation result for a large cl...
Let $X $ be a metric space, and let $f $ be a real valued function defined on $X\cross \mathbb{R}^{d...
A general lower semicontinuity theorem, in which not only mappings u(M) and P-M but also the integra...
AbstractThis paper considers Fréchet differentiability almost everywhere in the sense of category of...
We study conditions under which a functional $F(u,B)$ admits an integral representation of the form ...
Abstract. – We study conditions under which a functional F (u,B) admits an integral representation o...
We study conditions under which a functional $F(u,B)$ admits an integral representation of the form ...
We study conditions under which a functional $F(u,B)$ admits an integral representation of the form ...
Let $D$ be a regular closed set in the open subspace $G subset mathbb{R}^{n} R$ and $C^{m} (D)$ be t...
Title: Gradient mapping of functions of several variables Author: Alena Skálová Department: Departme...
AbstractThe purpose of this paper is to give conditions under which a continuous mapping admits a lo...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7 Rome / CNR - Consiglio ...
We first generalize the classical implicit function theorem of Hildebrandt and Graves to the case wh...
summary:Given a modulus of continuity $\omega$ and $q \in[1, \infty[ $ then $H_q^\omega$ denotes the...
Given a Borel function g: Rn → [0,+∞] having convex effectivedomain, but not necessarily bounded or ...
Following the global method for relaxation we prove an integral representation result for a large cl...
Let $X $ be a metric space, and let $f $ be a real valued function defined on $X\cross \mathbb{R}^{d...
A general lower semicontinuity theorem, in which not only mappings u(M) and P-M but also the integra...
AbstractThis paper considers Fréchet differentiability almost everywhere in the sense of category of...