Subhashis Nag
#169,941
Most Influential Person Now
Indian scientist
Subhashis Nag's AcademicInfluence.com Rankings
Subhashis Nagmathematics Degrees
Mathematics
#7663
World Rank
#10395
Historical Rank
Statistics
#1295
World Rank
#1416
Historical Rank

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Mathematics
Subhashis Nag's Degrees
- Bachelors Statistics University of Calcutta
Why Is Subhashis Nag Influential?
(Suggest an Edit or Addition)According to Wikipedia, Subhashis Nag was an Indian mathematician who specialised in complex analytic geometry, particularly Teichmüller theory, and its relations to string theory. He won the Shanti Swarup Bhatnagar Prize for Science and Technology in 1998, the highest science award in India, in the mathematical sciences category. However, he died on 22 December 1998, before the actual award ceremony was held.
Subhashis Nag's Published Works
Number of citations in a given year to any of this author's works
Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author
Published Works
- Complex Analytic Theory of Teichmuller Spaces (1988) (421)
- Teichmüller theory and the universal period mapping via quantum calculus and the H^1/2 space on the circle (1993) (139)
- Diff (S1) and the Teichmüller spaces (1990) (101)
- Non-Geodesic Discs Embedded in Teichmuller Spaces (1982) (33)
- A period mapping in universal Teichmüller space (1992) (29)
- Determinant bundles, quillen metrics and mumford isomorphisms over the universal commensurability teichmüller space (1995) (28)
- On the Tangent Space to the Universal Teichmuller Space (1992) (27)
- Conformally natural reflections in Jordan curves with applications to Teichmüller spaces (1988) (26)
- Weil-Petersson geometry and determinant bundles on inductive limits of moduli spaces (1996) (17)
- Limit constructions over Riemann surfaces and their parameter spaces, and the commensurability group actions (1998) (13)
- Zero-Sets of Quaternionic and Octonionic Analytic Functions with Central Coefficients (1987) (11)
- The Torelli spaces of punctured tori and spheres (1981) (9)
- Mathematics in and out of String Theory (1995) (8)
- Thurston boundary of Teichmüller spaces and the commensurability modular group (1999) (8)
- Schiffer variation of complex structure and coordinates for Teichmüller spaces (1985) (8)
- Canonical measures on the moduli spaces of compact Riemann surfaces (1989) (7)
- SINGULAR CAUCHY INTEGRALS AND CONFORMAL WELDING ON JORDAN CURVES (1996) (4)
- Commensurability automorphism groups and in nite constructions in Teichm?uller theory (1998) (3)
- Hyperbolic manifolds admitting holomorphic fiberings (1982) (3)
- Self-dual connections, hyperbolic metrics and harmonic mappings on Riemann surfaces (1991) (3)
- Jacobians of Riemann surfaces and the Sobolev space $H^{1/2}$ on the circle (1998) (3)
- On shapes of algebraic loci (1997) (2)
- Conformally natural Ahlfors-Weill sections and Bers' reproducing formulas (1987) (1)
- To appear in: Acta Mathematica DETERMINANT BUNDLES, QUILLEN METRICS, AND MUMFORD ISOMORPHISMS OVER THE UNIVERSAL COMMENSURABILITY TEICHMÜLLER SPACE 1 (1996) (1)
- Universal Hodge Bundle and Mumford Isomorphisms on the Abelian Inductive Limit of Teichm\"uller Spaces (1994) (0)
- MATHEMATICS IN AND OUT OF STRING THEORY 1 (1995) (0)
- The Archimedes principle and Gauss’s divergence theorem (1998) (0)
- $DIFF(s^1)$, TeichmÜller Space and Period Matrices: Canonical Mappings via String Theory (1993) (0)
- Open string diagrams I: topological type (1992) (0)
- Characterisation theorems for compact hypercomplex manifolds (1987) (0)
- On the holomorphy of maps from a complex to a real manifold. (1985) (0)
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