Rohit Dilip Holkar

most citedHypergroupoids and C*-algebras

4 citations · 4 across the 5 of their papers we have counts for

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math.OA2023

C $^{*}$ -algebras of Fell bundles over étale groupoids

Rohit Dilip Holkar, Md Amir Hossain

We describe a construction for the full C $^{*}$ -algebra of a possibly unsaturated Fell bundle over a possibly non-Hausdorff locally compact étale groupoid without appealing to Renaul…

math.OA2023

KMS states on the $C^{*}$ -algebras of Fell bundles over {é}tale groupoids

Rohit Dilip Holkar, Md Amir Hossain

Let $p : A \to G$ be a saturated Fell bundle over a locally compact, Hausdorff, second countable, {é}tale groupoid~ $G$ , and let $C^{*} (G; A)$ denote i…

math.OA2023

Topological fundamental groupoid. III. Haar systems on the fundamental groupoid

Rohit Dilip Holkar, Md Amir Hossain

Let $X$ be a path connected, locally path connected and semilocally simply connected space; let $X ~$ be its universal cover. We discuss the existence and description of a Ha…

math.OA2014★ 4 cited

Hypergroupoids and C*-algebras

Rohit Dilip Holkar, Jean Renault

Let $G$ be a locally compact groupoid. If $X$ is a free and proper $G$ -space, then $(X * X) / G$ is a groupoid equivalent to $G$ . We consider the situation where $X$ is proper but no l…

C∗-algebras of Fell bundles over étale groupoids

KMS states on the C∗-algebras of Fell bundles over {é}tale groupoids

Topological fundamental groupoid. III. Haar systems on the fundamental groupoid

Hypergroupoids and C*-algebras

C $^{*}$ -algebras of Fell bundles over étale groupoids

KMS states on the $C^{*}$ -algebras of Fell bundles over {é}tale groupoids