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    Geometric invariants for a class of submodules of analytic Hilbert modules 

    Sen, Samrat
    Let $\Omega \subseteq \mathbb C^m$ be a bounded connected open set and $\mathcal H \subseteq \mathcal O(\Omega)$ be an analytic Hilbert module, i.e., the Hilbert space $\mathcal H$ possesses a reproducing kernel $K$, the ...

    On the Kobayashi geometry of domains 

    Maitra, Anwoy
    In this thesis we study questions broadly related to the Kobayashi (pseudo)distance and (pseudo)metric on domains in ℂn. Specifically, we study the following subjects: Estimates for holomorphic images of subsets in convex ...

    Decomposition of the tensor product of Hilbert modules via the jet construction and weakly homogeneous operators 

    Ghara, Soumitra
    Let ­½ Cm be a bounded domain and K :­£­!C be a sesqui-analytic function. We show that if ®,¯ È 0 be such that the functions K® and K¯, defined on ­£­, are non-negative definite kernels, then theMm(C) valued function ...

    A Study of Some Conformal Metrics and Invariants on Planar Domains 

    Sarkar, Amar Deep
    The main aim of this thesis is to explain the behaviour of some conformal metrics and invariants near a smooth boundary point of a domain in the complex plane. We will be interested in the invariants associated to the ...

    Trace Estimate For The Determinant Operator And K- Homogeneous Operators 

    Pramanick, Paramita
    Let $\boldsymbol T=(T_1, \ldots , T_d)$ be a $d$- tuple of commuting operators on a Hilbert space $\mathcal H$. Assume that $\boldsymbol T$ is hyponormal, that is, $\big [\!\!\big [ \boldsymbol T^*, \boldsymbol T \big ]\!\! ...

    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 ...

    Correlation Functions in the Finite Toom Model 

    Gupta, Himanshu
    This thesis is divided into four chapters. In Chapter 1, we give some basic definitions and results that we need throughout the thesis. In Chapter 2, we describe the pn0;n1q-Toom model and prove some known results about ...

    Characterization of Brain Signals Across Scales Using Temporally Modulated Visual Stimuli 

    Pramod, Salelkar Siddhesh
    Electrical signals from the brain can be recorded at several different scales, ranging from spiking activity to local field potential (LFP) in animals to scalp electroencephalogram (EEG) in humans. Each signal represents ...

    A Multiscale Modeling Study of Iron Homeostasis in Mycrobacterium Tuberculosis 

    Ghosh, Soma (2018-05-10)
    Mycobacterium tuberculosis (M.tb), the causative agent of tuberculosis (TB), has remained the largest killer among infectious diseases for over a century. The increasing emergence of drug resistant varieties such as the ...

    Computational Studies on Structures and Functions of Single and Multi-domain Proteins 

    Mehrotra, Prachi (2018-05-25)
    Proteins are essential for the growth, survival and maintenance of the cell. Understanding the functional roles of proteins helps to decipher the working of macromolecular assemblies and cellular machinery of living ...
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    AuthorGoswami, Anindya (2)Adhikari, Kartick (1)Ahuja, G C (1)Aiyappan, S (1)Akila, S (1)Amarnath, A (1)Annapareddy, Tulasi Ram Reddy (1)Arora, Anita (1)Arun, K R (1)Ashish, Mukhopadhyay (1)... View MoreSubjectMathematics (67)MATHEMATICS (54)Geometry (9)Operator Theory (7)Heisenberg Group (6)Topology (6)Algebra (5)Magnetohydrodynamics (5)Stochastic Processes (5)Computer Science (4)... View MoreDate Issued2010 - 2018 (99)2007 - 2009 (4)Has File(s)Yes (255)

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