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most citedThe Matricial Range of

1 citations · 3 across the 6 of their papers we have counts for

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math.OA2017★ 1 cited

The Matricial Range of

Martin Argerami

The matricial range of the matrix (i.e., the unilateral shift) is described very simply: it consists of all matrices with numerical radius at most $…

math.OA2013★ 1 cited

Majorisation and Kadison's Carpenter's Theorem

Martín Argerami

We discuss Kadison's Carpenter's Theorems in the context of majorisation, and we offer a new proof of his "Theorem 15", that characterizes the set of diagonals of orthogonal projec…

math.OA2011★ 1 cited

Schur-Horn theorems in II-factors

Martin Argerami, Pedro Massey

We describe majorization between selfadjoint operators in a -finite II factor in terms of simple spectral relations. For a diffuse abelian von Neumann…

math.OA2008

Towards the Carpenter's Theorem

Martin Argerami, Pedro Massey

Let M be a II_1 factor, A a masa in M and E the unique conditional expectation on A. Under some technical assumptions on the inclusion of A in M, which hold true for any semiregula…

math.OA2006

The local form of doubly stochastic maps and joint majorization in II factors

Martin Argerami, Pedro Massey

We find a description of the restriction of doubly stochastic maps to separable abelian -subalgebras of a II factor $\cM$. We use this local form of doubly stochastic maps…

math.OA2006

A Schur-Horn type theorem for II factors

M. Argerami, P. Massey

Given a II factor M and a masa A of M, we prove a version of the Schur-Horn Theorem, together with a contractive version. These results are inspired on a recent conjecture of A…