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20062009
most citedOn idempotent states on quantum groups

65 citations · 96 across the 8 of their papers we have counts for

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6 papers · 1 filter

math.OA200916 cited

A New Characterisation of Idempotent States on Finite and Compact Quantum Groups

Uwe Franz, Adam Skalski

We show that idempotent states on finite quantum groups correspond to pre-subgroups in the sense of Baaj, Blanchard, and Skandalis. It follows that the lattices formed by the idemp…

math.OA20091 cited

Convolution semigroups of states

J. Martin Lindsay, Adam Skalski

Convolution semigroups of states on a quantum group form the natural noncommutative analogue of convolution semigroups of probability measures on a locally compact group. Here we i…

math.OA20082 cited

On isometric dilations of product systems of C*-correspondences and applications to families of contractions associated to higher-rank graphs

Adam Skalski

Let E be a product system of C*-correspondences over N^r. Some sufficient conditions for the existence of a not necessarily regular isometric dilation of a completely contractive r…

math.OA20089 cited

Quantum Isometry Groups of 0- Dimensional Manifolds

Jyotishman Bhowmick, Debashish Goswami, Adam Skalski

Quantum isometry groups of spectral triples associated with approximately finite-dimensional C*-algebras are shown to arise as inductive limits of quantum symmetry groups of corres…

math.OA2006

Quantum stochastic convolution cocycles II

J. Martin Lindsay, Adam Skalski

Schuermann's theory of quantum Levy processes, and more generally the theory of quantum stochastic convolution cocycles, is extended to the topological context of compact quantum g…

math.OA20063 cited

Quantum stochastic convolution cocycles

Adam Skalski

A concept of quantum stochastic convolution cocycle is introduced and studied in two different contexts -- purely algebraic and operator space theoretic. A quantum stochastic convo…