Q. Latif

most citedGrothendieck-Lidskii theorem for subspaces and factor spaces of L_p-spaces

1 citations · 1 across the 1 of their papers we have counts for

collaborators

2 papers

math.CV2017

Pseudoconcavity of flag domains: The method of supporting cycles

T. Hayama, A. Huckleberry, Q. Latif

A flag domain of a real from $G_{0}$ of a complex semismiple Lie group $G$ is an open $G_{0}$ -orbit $D$ in a (compact) $G$ -flag manifold. In the usual way one reduces to the case where…

math.FA2011★ 1 cited

Grothendieck-Lidskii theorem for subspaces and factor spaces of L_p-spaces

Oleg Reinov, Qaisar Latif

In 1955, A. Grothendieck has shown that if the linear operator $T$ in a Banach subspace of an $L_{\infty}$ -space is 2/3-nuclear then the trace of $T$ is well defined and is equal to…