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  • Chakraborty, Partha Sarathi; Saurabh, Bipul (American Mathematical Society, 2019-05)
    In this article, we prove that the Gelfand-Kirillov dimension of the quantized algebra of regular functions on certain homogeneous spaces of types $ A$, $ C$, and $ D$ is equal to the dimension of the homogeneous space as ...
  • Saurabh, Bipul (The Ramanujan Mathematical Society, 2020-09)
  • Saurabh, Bipul (Taylor & Francis, 2020-02)
    In this paper, we associate a growth graph to a homogeneous space of a compact group. Under certain assumptions, we show that the spectral dimension of a homogeneous space is greater than or equal to summability of the ...

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