All Stories

  1. Spectral properties of the Lau product $\mathcal{A}\times_{\theta}\mathcal{B}$ of Banach algebras

    Article • Annals of Functional Analysis, December 2017, Duke University Press

    Prakash Dabhi

  2. Spectral properties and stability of perturbed Cartesian product

    Article • Proceedings - Mathematical Sciences, August 2017, Springer Science + Business Media

    Prakash Dabhi

  3. Isometric multipliers of a vector valued Beurling algebra on a discrete semigroup

    Article • Proceedings - Mathematical Sciences, July 2016, Springer Science + Business Media

    Prakash Dabhi

  4. Multipliers of perturbed Cartesian products with an application to BSE-property

    Article • Acta Mathematica Hungarica, March 2016, Springer Science + Business Media

    Prakash Dabhi

  5. On an intrinsic characterization of self-adjoint $C^\ast $-Segal algebras

    Article • Colloquium Mathematicum, January 2016, Institute of Mathematics, Polish Academy of Sciences

    Prakash Dabhi

  6. Some notes on amenability and weak amenability of Lau product of Banach algebras defined by a Banach algebra morphism

    Article • Acta Mathematica Sinica English Series, August 2015, Springer Science + Business Media

    Prakash Dabhi

  7. THE MULTIPLIER ALGEBRA OF A BEURLING ALGEBRA

    Article • Bulletin of the Australian Mathematical Society, May 2014, Cambridge University Press

    Prakash Dabhi

  8. ON THE -SEMISIMPLICITY OF THE -ALGEBRA ON AN ABELIAN -SEMIGROUP

    Article • Bulletin of the Australian Mathematical Society, February 2013, Cambridge University Press

    Prakash Dabhi

  9. ARENS REGULARITY AND AMENABILITY OF LAU PRODUCT OF BANACH ALGEBRAS DEFINED BY A BANACH ALGEBRA MORPHISM

    Article • Bulletin of the Australian Mathematical Society, July 2012, Cambridge University Press

    Prakash Dabhi

  10. Multipliers of weighted semigroups and associated Beurling Banach algebras

    Article • Proceedings - Mathematical Sciences, November 2011, Springer Science + Business Media

    Prakash Dabhi

  11. On the uniqueness of uniform norms and C*-norms

    Article • Studia Mathematica, January 2009, Institute of Mathematics, Polish Academy of Sciences

    Prakash Dabhi

  12. Beurling algebra analogues of theorems of Wiener–Lévy–Żelazko and Żelazko

    Article • Studia Mathematica, January 2009, Institute of Mathematics, Polish Academy of Sciences

    Prakash Dabhi