1 citations · 1 across the 1 of their papers we have counts for
3 papers
math.OA2015★ 1 cited
Classification of C*-algebras generated by representations of the unitriangular group
Caleb Eckhardt, Craig Kleski, Paul McKenney
It was recently shown that each C*-algebra generated by a faithful irreducible representation of a finitely generated, torsion free nilpotent group is classified by its ordered K-t…
math.OA2013
Korovkin-type properties for completely positive maps
Craig Kleski
We prove a noncommutative variant of Saskin's classical theorem -- on the connection between Choquet boundaries for function spaces and Korovkin sets -- for operator systems genera…
math.OA2011
Boundary representations and pure completely positive maps
Craig Kleski
In 2006, Arveson resolved a long-standing problem by showing that for any element of a separable self-adjoint unital subspace , , where …