Browse by IISc Authors

Bharali, Gautam and Chandel, Vikramjeet Singh (2019) Pick Interpolation on the Polydisc: Small Families of Sufficient Kernels. In: COMPLEX ANALYSIS AND OPERATOR THEORY, 13 (5). pp. 2069-2093.

Bharali, Gautam and Biswas, Indranil and Divakaran, Divakaran and Janardhanan, Jaikrishnan (2018) PROPER HOLOMORPHIC MAPPINGS ONTO SYMMETRIC PRODUCTS OF A RIEMANN SURFACE. In: DOCUMENTA MATHEMATICA, 23 . pp. 1291-1311.

Bharali, Gautam and Zimmer, Andrew (2017) Goldilocks domains, a weak notion of visibility, and applications. In: ADVANCES IN MATHEMATICS, 310 . pp. 377-425.

Bharali, Gautam and Sridharan, Shrihari (2017) Holomorphic correspondences related to finitely generated rational semigroups. In: INTERNATIONAL JOURNAL OF MATHEMATICS, 28 (14).

Bharali, Gautam and Biswas, Indranil and Schumacher, Georg (2017) A criterion for a degree-one holomorphic map to be a biholomorphism. In: COMPLEX VARIABLES AND ELLIPTIC EQUATIONS, 62 (7). pp. 914-918.

Bharali, Gautam (2016) COMPLEX GEODESICS, THEIR BOUNDARY REGULARITY, AND A HARDY-LITTLEWOOD-TYPE LEMMA. In: ANNALES ACADEMIAE SCIENTIARUM FENNICAE-MATHEMATICA, 41 (1). pp. 253-263.

Bharali, Gautam and Sridharan, Shrihari (2016) The dynamics of holomorphic correspondences of P1: invariant measures and the normality set. In: COMPLEX VARIABLES AND ELLIPTIC EQUATIONS, 61 (12). pp. 1587-1613.

Bharali, Gautam (2015) A Family of Domains Associated with mu-Synthesis. In: INTEGRAL EQUATIONS AND OPERATOR THEORY, 82 (2). pp. 267-285.

Bharali, Gautam and Janardhanan, Jaikrishnan (2014) PROPER HOLOMORPHIC MAPS BETWEEN BOUNDED SYMMETRIC DOMAINS REVISITED. In: PACIFIC JOURNAL OF MATHEMATICS, 271 (1). pp. 1-24.

Bharali, Gautam and Biswas, Indranil (2014) RIGIDITY OF HOLOMORPHIC MAPS BETWEEN FIBER SPACES. In: INTERNATIONAL JOURNAL OF MATHEMATICS, 25 (1).

Bharali, Gautam (2012) The local polynomial hull near a degenerate CR singularity: Bishop discs revisited. In: MATHEMATISCHE ZEITSCHRIFT, 271 (3-4). pp. 1043-1063.

Bharali, Gautam (2012) Model Pseudoconvex Domains and Bumping. In: INTERNATIONAL MATHEMATICS RESEARCH NOTICES (21). pp. 4924-4965.