activity
19992005
most citedJensen's Inequality and majorization

7 citations · 7 across the 5 of their papers we have counts for

collaborators

9 papers

math.FA2005

Projections in operator ranges

Gustavo Corach, Alejandra Maestripieri, Demetrio Stojanoff

If $\H$ is a Hilbert space, is a positive bounded linear operator on $\cH$ and $\cS$ is a closed subspace of $\cH$, the relative position between $\cS$ and $A^{-1}(\cS \orto)$

math.FA2005

Bilateral Shorted Operators and Parallel Sums

Jorge Antezana, Gustavo Corach, Demetrio Stojanoff

In this paper we study shorted operators relative to two different subspaces, for bounded operators on infinite dimensional Hilbert spaces. We define two notions of complementabili…

math.FA2005

The Schur-Horn theorem for operators and frames with prescribed norms and frame operator

J. Antezana, P. Massey, M. Ruiz +1

Let be a Hilbert space. Given a bounded positive definite operator on , and a bounded sequence of non negativ…

math.FA20047 cited

Jensen's Inequality and majorization

Jorge Antezana, Pedro Massey, Demetrio Stojanoff

Let be a -algebra and $ϕ:\cA\to L(H)$ be a positive unital map. Then, for a convex function defined on some open interval and a self-adjoint…

math.FA2004

Spectral shorted operators

Jorge Antezana, Gustavo Corach, Demetrio Stojanoff

If is a Hilbert space, is a closed subspace of , and is a positive bounded linear operator on , the spec…

math.OA1999

Projective space of a C*-module

E. Andruchow, G. Corach, D. Stojanoff

Let X be a right Hilbert C*-module over A. We study the geometry and the topology of the projective space P(X) of X, consisting of the orthocomplemented submodules of X which are g…