activity
20032020
most citedA simple proof of the algebraic version of a conjecture by Vogan

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

collaborators

8 papers

math.RT2020

Topological Frobenius reciprocity and invariant Hermitian forms

Tim Bratten, Mauro Natale

In his article "Unitary Representations and Complex Analysis", David Vogan gives a characterization of the continuous invariant Hermitian forms defined on the compactly supported s…

math.RT2016★ 1 cited

The Spectra of Arrangement Graphs

José Araujo, Tim Bratten

Arrangement graphs were introduced for their connection to computational networks and have since generated considerable interest in the literature. In a pair of recent articles by…

math.RT2013

The Borel-Weil theorem for reductive Lie groups

José Araujo, Tim Bratten

In this manuscript we consider the extent to which an irreducible representation for a reductive Lie group can be realized as the sheaf cohomolgy of an equivariant holomorphic line…

math.RT2011

Gelfand models for classical Weyl groups

José O. Araujo, Tim Bratten

In a recent preprint Kodiyalam and Verma give a particularly simple Gelfand model for the symmetric group that is built naturally on the space of involutions. In this manuscript we…

math.RT2008

The n-homology of representations

Tim Bratten

This is an expository article, written for a special edition of the journal of the UMA (Union Matematica Argentina) commemorating the mathematician Misha Cotlar. The article gives…

math.RT2007★ 3 cited

A simple proof of the algebraic version of a conjecture by Vogan

Tim Bratten, Sergio Corti

In a recent manuscript, D.Vogan conjectures that four canonical globalizations of Harish-Chandra modules commute with certain n-cohomology groups. In this article we prove that Vog…