Add to ORKGand L. Keener Abstract. Let X be a Banach space with a separable dual X. Let Y X be a closed subspace, and f: Y! R a C1-smooth function. Then we show there is a C1 extension of f to X. 1
We prove that every compact C1-submanifold of Rn, with or without boundary, has the bilipschitz exte...
Function extension is a classical problem in mathematics. In this thesis we look into an extesion of...
A theorem of Marc Frantz about controlled continuous ex-tensions of functions inspired us to prove a...
AbstractLet us consider a Banach space X with the property that every real-valued Lipschitz function...
AbstractWe characterize the class of separable Banach spaces X such that for every continuous functi...
Abstract. We characterize the class of separable Banach spaces X such that for every continuous func...
Let X be a Banach space and Y a closed subspace. We obtain simple geometric characterizations of Phe...
We show that if X is a Banach space having an unconditional basis and a C p-smooth Lipschitz bump fu...
This work introduces operator space analogues of the Separable Extension Property (SEP) for Banach s...
Let Y be a subspace of a real normed space X. We say that the couple (X,Y) has the CE-property ("con...
Abstract. We say that a Banach space Y embeds into a Banach space X smoothly if there is a linear is...
ABSTRACT. It is shown that if a Banach space X admits a Ck-smooth bump function, and XŁ is Asplund, ...
Given Y a subspace of a topological vector space X, and an open convex set 0 is an element of A subs...
Given Y a subspace of a topological vector space X, and an open convex set 0 is an element of A subs...
No presente trabalho, estudamos a propriedade da c0-extensão no contexto de espaços de funções contí...
We prove that every compact C1-submanifold of Rn, with or without boundary, has the bilipschitz exte...
Function extension is a classical problem in mathematics. In this thesis we look into an extesion of...
A theorem of Marc Frantz about controlled continuous ex-tensions of functions inspired us to prove a...
AbstractLet us consider a Banach space X with the property that every real-valued Lipschitz function...
AbstractWe characterize the class of separable Banach spaces X such that for every continuous functi...
Abstract. We characterize the class of separable Banach spaces X such that for every continuous func...
Let X be a Banach space and Y a closed subspace. We obtain simple geometric characterizations of Phe...
We show that if X is a Banach space having an unconditional basis and a C p-smooth Lipschitz bump fu...
This work introduces operator space analogues of the Separable Extension Property (SEP) for Banach s...
Let Y be a subspace of a real normed space X. We say that the couple (X,Y) has the CE-property ("con...
Abstract. We say that a Banach space Y embeds into a Banach space X smoothly if there is a linear is...
ABSTRACT. It is shown that if a Banach space X admits a Ck-smooth bump function, and XŁ is Asplund, ...
Given Y a subspace of a topological vector space X, and an open convex set 0 is an element of A subs...
Given Y a subspace of a topological vector space X, and an open convex set 0 is an element of A subs...
No presente trabalho, estudamos a propriedade da c0-extensão no contexto de espaços de funções contí...
We prove that every compact C1-submanifold of Rn, with or without boundary, has the bilipschitz exte...
Function extension is a classical problem in mathematics. In this thesis we look into an extesion of...
A theorem of Marc Frantz about controlled continuous ex-tensions of functions inspired us to prove a...