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  • HOLKAR, ROHIT DILIP (Theta Foundation, 2017-07)
    In our previous work, \textit{J. Operator Theory}, \textbf{77}(2017), 217--241, we define a topological correspondence from a locally compact groupoid equipped with a Haar system to another one and we show that a topological ...
  • Buss, Alcides; HOLKAR, ROHIT DILIP; Meyer, Ralf (Wiley, 2018-08)
    We describe representations of groupoid C-algebras on Hilbert modules over arbitrary C-algebras by a universal property. For Hilbert space representations, our universal property is equivalent to Renault's integration-di ...

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