Add to ORKGWithin the clasp of continuous homogeneous maps between Banach spaces, it is proved that every compact map can be uniformly approximated by finite-rank maps. This result is obtained by means of the classical metric projection on Banach spaces
Let M be a finite von Neumann algebra with a faithful normal trace τ. Denote by Lp(M)sh the skew-Her...
AbstractLet (X, d) be a metric space. Under which conditions is every homeomorphism from X onto X un...
AbstractA Banach space is said to be approximately finite-dimensional if it has a nonstandard hull l...
The final publication is available at Springer via http://dx.doi.org/10.1007/s00009-014-0384-3[EN] I...
summary:We show that a Banach space $E$ has the weakly compact approximation property if and only i...
We present simple proofs that spaces of homogeneous polynomials on L (p) [0, 1] and a"" (p) provide ...
In this article we examine necessary and sufficient conditions for the predual of the space of holom...
summary:We present simple proofs that spaces of homogeneous polynomials on $L_{p}[0,1]$ and $\ell _{...
SummaryLet K be a complete infinite rank valued field. In [4] we studied Norm Hilbert Spaces (NHS) o...
AbstractThe Banach spacec0is shown to possess the analytic approximation property. More precisely, g...
AbstractThis paper is concerned with the approximation property which is an important property in Ba...
We prove that every continuous mapping from a separable infinitedimensional Hilbert space X into R m...
In this paper, the compact approximation property on Frechet spaces is characterized in terms of hol...
AbstractThe Banach operator ideal Kp of p-compact operators was introduced in [P.D. Sinha, A.K. Karn...
AbstractIt is shown that every n-homogeneous continuous polynomial on a Banach space E which is weak...
Let M be a finite von Neumann algebra with a faithful normal trace τ. Denote by Lp(M)sh the skew-Her...
AbstractLet (X, d) be a metric space. Under which conditions is every homeomorphism from X onto X un...
AbstractA Banach space is said to be approximately finite-dimensional if it has a nonstandard hull l...
The final publication is available at Springer via http://dx.doi.org/10.1007/s00009-014-0384-3[EN] I...
summary:We show that a Banach space $E$ has the weakly compact approximation property if and only i...
We present simple proofs that spaces of homogeneous polynomials on L (p) [0, 1] and a"" (p) provide ...
In this article we examine necessary and sufficient conditions for the predual of the space of holom...
summary:We present simple proofs that spaces of homogeneous polynomials on $L_{p}[0,1]$ and $\ell _{...
SummaryLet K be a complete infinite rank valued field. In [4] we studied Norm Hilbert Spaces (NHS) o...
AbstractThe Banach spacec0is shown to possess the analytic approximation property. More precisely, g...
AbstractThis paper is concerned with the approximation property which is an important property in Ba...
We prove that every continuous mapping from a separable infinitedimensional Hilbert space X into R m...
In this paper, the compact approximation property on Frechet spaces is characterized in terms of hol...
AbstractThe Banach operator ideal Kp of p-compact operators was introduced in [P.D. Sinha, A.K. Karn...
AbstractIt is shown that every n-homogeneous continuous polynomial on a Banach space E which is weak...
Let M be a finite von Neumann algebra with a faithful normal trace τ. Denote by Lp(M)sh the skew-Her...
AbstractLet (X, d) be a metric space. Under which conditions is every homeomorphism from X onto X un...
AbstractA Banach space is said to be approximately finite-dimensional if it has a nonstandard hull l...