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    Browsing Mathematics (MA) by Advisor "Bhattacharyya, Tirthankar"

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      • Dilation Theory of Contractions and Nevanlinna-Pick Interpolation Problem 

        Mandal, Samir Ch
        In this article, we give two different proofs of the existence of the minimal isometric dilation of a single contraction. Then using the existence of a unitary dilation of a contraction, we prove the `von Neumann's ...
      • Dilations, Functoinal Model And A Complete Unitary Invariant Of A r-contraction. 

        Pal, Sourav (2013-08-02)
        A pair of commuting bounded operators (S, P) for which the set r = {(z 1 +z 2,z 1z 2) : |z 1| ≤1, |z 2| ≤1} C2 is a spectral set, is called a r-contraction in the literature. For a contraction P and a bounded commutant ...
      • Duality for Spaces of Holomorphic Functions into a Locally Convex Topological Vector Space 

        Sehgal, Kriti
        Consider an open subset O of the complex plane and a function f : O ÝÑ C. We understand the concept of holomorphicity of a complex-valued function. Suppose a function f defined on O takes values in a locally convex ...
      • On the Geometry and Operator Theory of the Bidisc and the Symmetrized Bidisc 

        Biswas, Anindya
        This work is concerned with the geometric and operator theoretic aspects of the bidisc and the symmetrized bidisc. First we have focused on the geometry of these two do- mains. The symmetrized bidisc, a non-homogeneous ...
      • Operator Theory on Symmetrized Bidisc and Tetrablock-some Explicit Constructions 

        Sau, Haripada (2018-07-26)
        A pair of commuting bounded operators (S; P ) acting on a Hilbert space, is called a -contraction, if it has the symmetrised bides = f(z1 + z2; z1z2) : jz1j 1; jz2j 1g C2 as a spectral set. For every -contraction (S; P ), ...
      • Some Problems in Multivariable Operator Theory 

        Sarkar, Santanu (2017-12-10)
        In this thesis we have investigated two different types of problems in multivariable operator theory. The first one deals with the defect sequence for contractive tuples and maximal con-tractive tuples. These condone deals ...

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