Misra, Gadadhar - Department of Mathematics, Indian Institute of Science, Bangalore

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Misra, Gadadhar - Department of Mathematics, Indian Institute of Science, Bangalore

Scalar perturbations of the Nagy-Foias characteristic function Bhaskar Bagchi and Gadadhar Misra
Some Calculations for Hilbert Modules R. G. Douglas and G. Misra
On quotient modules the case of arbitrary multiplicity
Contractive and completely contractive modules, matricial tangent vectors
Integr. equ. oper. theory 99 (9999) 00 0378-620X/99000-0 $ 1.50+0.20/0
ON QUOTIENT MODULES RONALD G. DOUGLAS AND GADADHAR MISRA
Some geometric invariants from resolutions of Hilbert modules
New constructions of homogeneous operators Adam Koranyi a
On quasi-free Hilbert modules Ronald G. Douglas and Gadadhar Misra
Sankhya : The Indian Journal of Statistics Special issue on
CHARACTERIZING QUOTIENT HILBERT MODULES RONALD G. DOUGLAS AND GADADHAR MISRA
EQUIVALENCE OF QUOTIENT HILBERT MODULES II RONALD G. DOUGLAS AND GADADHAR MISRA
CONTRACTIVE AND COMPLETELY CONTRACTIVE HOMOMORPHISMS OF PLANAR ALGEBRAS
Geometric invariants for resolutions of Hilbert modules 1
SL(2, R)-HOMOGENEOUS VECTOR BUNDLES INDRANIL BISWAS AND GADADHAR MISRA
EQUIVALENCE OF QUOTIENT HILBERT MODULES RONALD G. DOUGLAS AND GADADHAR MISRA
Homogeneous operators and projective representations of the Mobius group: a survey
The homogeneous shifts Bhaskar Bagchi
Contractive Homomorphisms and Tensor Product Norms Bhaskar Bagchi and Gadadhar Misra
SOME THOUGHTS ON ANDO'S THEOREM AND PARROTT'S EXAMPLE Bhaskar Bagchi1
Constant Characteristic Functions and Homogeneous operators
arXiv:math.FA/0611631v121Nov2006 ON THE IRREDUCIBILITY OF A CLASS OF
On Homogeneous Contractions And Unitary Representations of SU(1,1)
HOMOGENEOUS OPERATORS ON HILBERT SPACES OF HOLOMORPHIC FUNCTIONS I