activity
20092017
most citedCharacterization of the unbounded bicommutant of C_0 (N) contractions

2 citations · 2 across the 6 of their papers we have counts for

collaborators

6 papers

math.FA2017

Function spaces obeying a time-varying bandlimit

R. T. W. Martin, A. Kempf

Motivated by applications to signal processing and mathematical physics, recent work on the concept of time-varying bandwidth has produced a class of function spaces which generali…

math.FA2012

On a theorem of Livsic

A. Aleman, R. T. W. Martin, W. T. Ross

The theory of symmetric, non-selfadjoint operators has several deep applications to the complex function theory of certain reproducing kernel Hilbert spaces of analytic functions,…

math.FA2011

Unitary perturbations of compressed N-dimensional shifts

R. T. W. Martin

Given a purely contractive matrix-valued analytic function on the unit disc , we study the $\mc{U} (n)$-parameter family of unitary perturbations of the operator …

math.FA2009★ 2 cited

Characterization of the unbounded bicommutant of C_0 (N) contractions

R. T. W. Martin

Recent results have shown that any closed operator commuting with the backwards shift restricted to , where is an inner function, can be…

math.FA2009

Representation of simple symmetric operators with deficiency indices (1,1) in de Branges space

R. T. W. Martin

Recently it has been shown that any regular simple symmetric operator with deficiency indices (1,1) is unitarily equivalent to the operator of multiplication in a reproducing kerne…

math.FA2009

Inner functions and de Branges functions

R. T. W. Martin

A necessary and sufficient condition for an inner function F in the upper half-plane (UHP) to satisfy F = E*/E where E is a de Branges function is presented. Since F_E =E^*/E is an…