We establish a strengthening of Jordan separation, to the setting of maps f : X --> Sn+1, where X is not necessarily a manifold, and f is not necessarily injective
AbstractSome published questions about description of kω spaces with or without separation axioms ar...
Let $1\leq p<\infty$ and let $T\colon L^p({\mathcal M})\to L^p({\mathcal N})$ be a bounded map betwe...
AbstractIn this paper, we study a family of hypergeometric functions associated to cones of convex t...
We establish a strengthening of Jordan separation, to the setting of maps f : X --> Sn+1, where X is...
AbstractWe prove a separation criterion for the compactly supported Dolbeault cohomology. As an appl...
Waldhausen's celebrated torus theorem plays a central role in the classification of topological 3-ma...
AbstractWe prove that certain (“basis separating”) linear injections are automatically continuous. W...
summary:It is proved that if $E,F$ are separable quasi-Banach spaces, then $E\times F$ contains a de...
summary:It is proved that if $E,F$ are separable quasi-Banach spaces, then $E\times F$ contains a de...
AbstractLet A be an excellent local normal domain and {fn}n=1∞ a sequence of elements lying in succe...
AbstractAs a consequence of the open mapping theorem, a continuous linear bijection H:X→Y between Ba...
AbstractLet U be an open connected subset of Rn whose closure, Ū, is compact and whose boundary, ∂U,...
Ozsváth and Szabó conjectured that knot Floer homology detects fibred knots in S^3. We will prove th...
In this journey, we are going to explore the separation axioms in greater detail. Separation a...
AbstractNuño Ballesteros, J.J. and M.C. Romero Fuster, Separation properties of continuous maps in c...
AbstractSome published questions about description of kω spaces with or without separation axioms ar...
Let $1\leq p<\infty$ and let $T\colon L^p({\mathcal M})\to L^p({\mathcal N})$ be a bounded map betwe...
AbstractIn this paper, we study a family of hypergeometric functions associated to cones of convex t...
We establish a strengthening of Jordan separation, to the setting of maps f : X --> Sn+1, where X is...
AbstractWe prove a separation criterion for the compactly supported Dolbeault cohomology. As an appl...
Waldhausen's celebrated torus theorem plays a central role in the classification of topological 3-ma...
AbstractWe prove that certain (“basis separating”) linear injections are automatically continuous. W...
summary:It is proved that if $E,F$ are separable quasi-Banach spaces, then $E\times F$ contains a de...
summary:It is proved that if $E,F$ are separable quasi-Banach spaces, then $E\times F$ contains a de...
AbstractLet A be an excellent local normal domain and {fn}n=1∞ a sequence of elements lying in succe...
AbstractAs a consequence of the open mapping theorem, a continuous linear bijection H:X→Y between Ba...
AbstractLet U be an open connected subset of Rn whose closure, Ū, is compact and whose boundary, ∂U,...
Ozsváth and Szabó conjectured that knot Floer homology detects fibred knots in S^3. We will prove th...
In this journey, we are going to explore the separation axioms in greater detail. Separation a...
AbstractNuño Ballesteros, J.J. and M.C. Romero Fuster, Separation properties of continuous maps in c...
AbstractSome published questions about description of kω spaces with or without separation axioms ar...
Let $1\leq p<\infty$ and let $T\colon L^p({\mathcal M})\to L^p({\mathcal N})$ be a bounded map betwe...
AbstractIn this paper, we study a family of hypergeometric functions associated to cones of convex t...
DOI
Add to ORKG