Add to ORKGThe motivation for studying problems of Sobolev embeddings in Weyl-Hörmander calculus was the proof of Sobolev embeddings for Sobolev spaces associated to subelliptic systems of order two, see [4]. In this text, we focuse on Lp embeddings for abstract Sobolev spaces in the context of the Weyl
We study the properties of Sobolev functions and mappings, especially we study the violation of some...
In this thesis we study embeddings of spaces of functions defined on Carnot- Carathéodory spaces. Ma...
In this thesis we study embeddings of spaces of functions defined on Carnot- Carathéodory spaces. Ma...
We prove a sharp version of the Sobolev embedding theorem using L(∞,n) spaces and we compare our re...
The well-known Sobolev embedding theorem is generalized in terms of geometric measure theory and Hil...
AbstractThe well-known Sobolev embedding theorem is generalized in terms of geometric measure theory...
In this note we give a proof of the Sobolev and Morrey embedding theorems based on the representatio...
In this note we give a proof of the Sobolev and Morrey embedding theorems based on the representatio...
The well-known Sobolev embedding theorem is generalized in terms of geometric measure theory and Hil...
The well-known Sobolev embedding theorem is generalized in terms of geometric measure theory and Hil...
The well-known Sobolev embedding theorem is generalized in terms of geometric measure theory and Hil...
The well-known Sobolev embedding theorem is generalized in terms of geometric measure theory and Hil...
The classical embedding theorem of Sobolev W 1,p(Rn) ↪ → Lq(Rn) was originally proved in the case 1 ...
Sobolev spaces were firstly defined by the Russian mathematician, Sergei L. Sobolev (1908-1989) in...
Sobolev Spaces presents an introduction to the theory of Sobolev Spaces and other related spaces of ...
We study the properties of Sobolev functions and mappings, especially we study the violation of some...
In this thesis we study embeddings of spaces of functions defined on Carnot- Carathéodory spaces. Ma...
In this thesis we study embeddings of spaces of functions defined on Carnot- Carathéodory spaces. Ma...
We prove a sharp version of the Sobolev embedding theorem using L(∞,n) spaces and we compare our re...
The well-known Sobolev embedding theorem is generalized in terms of geometric measure theory and Hil...
AbstractThe well-known Sobolev embedding theorem is generalized in terms of geometric measure theory...
In this note we give a proof of the Sobolev and Morrey embedding theorems based on the representatio...
In this note we give a proof of the Sobolev and Morrey embedding theorems based on the representatio...
The well-known Sobolev embedding theorem is generalized in terms of geometric measure theory and Hil...
The well-known Sobolev embedding theorem is generalized in terms of geometric measure theory and Hil...
The well-known Sobolev embedding theorem is generalized in terms of geometric measure theory and Hil...
The well-known Sobolev embedding theorem is generalized in terms of geometric measure theory and Hil...
The classical embedding theorem of Sobolev W 1,p(Rn) ↪ → Lq(Rn) was originally proved in the case 1 ...
Sobolev spaces were firstly defined by the Russian mathematician, Sergei L. Sobolev (1908-1989) in...
Sobolev Spaces presents an introduction to the theory of Sobolev Spaces and other related spaces of ...
We study the properties of Sobolev functions and mappings, especially we study the violation of some...
In this thesis we study embeddings of spaces of functions defined on Carnot- Carathéodory spaces. Ma...
In this thesis we study embeddings of spaces of functions defined on Carnot- Carathéodory spaces. Ma...