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  • 5:17 AM, Monday, 22 Oct 2018

Department of Mathematics
     
Subrahamanian Moosath K.S., Ph.D.
Professor & Head
 
Office
Tel: +91-471-2568512
Fax: +91-471-2568406
Email:smoosath@iist.ac.in













Education
  • Ph.D. (Univ. of Hyderabad)
  • M.Phil. (Univ. of Hyderabad)
  • M.Sc. (Univ. of Kerala)

Experience

Taught two semesters at Department of Mathematics, University of Hyderabad and Thirteen years at the Department of Mathematics, University of Calicut for the M.Sc and M.Phil courses.

Research Experience:
  • Worked in a DAE project on ?Geometry of Complex Tori? at University of Hyderabad. Visited TIFR Mumbai.
  • Research Associate (UGC) at University of Hyderabad.
  • Guided Three M.Phil dissertations and One Ph D thesis at University of Calicut.

Research Work / Area

Differential Geometry and Applications.

Selected Publications:

1.   M Sitaramayya, K S Subrahamanian Moosath, K V Harsha (2016), "Generalized Geometric Structures on Statistical manifolds", Ganita, Vol 65, pp19-44.

 2.  K S Subrahamanian Moosath, K.V. Harsha (2016)  “Mismatched Estimation in an Exponential Family”, E-Proceedings of International Conference on Information Geometry and Its Applications- IV, June 12-17, Liblice.  (http://igaia.utia.cz/).

 3. K.V. Harsha, K S Subrahamanian Moosath, (2016)“Estimation in a Deformed Exponential Family”, E-Proceedings of International Conference on Information Geometry and Its Applications- IV, June 12-17, Liblice.  (http://igaia.utia.cz/).

4.   Harsha K V, Moosath, S. K. S., (2015). “A Dually Flat Geometry of the Manifold of F-escort Probability Distributions”, Journal of Combinatorics, Information & System Sciences, 40: pp.1-12.

5.   Harsha K V, Moosath, S. K. S., (2015). “Dually flat Geometries of the Deformed Exponential Family”, Physica A”, Statistical Mechanics and Applications, 433: pp.136-147.

6. Harsha K V, Moosath, S. K. S., (2015). “Hessian Structures and (F, G)-Geometry on a Deformed Exponential Family”, LNCS, 9389: pp.213-221.

 7.   Harsha K V, Moosath, S. K. S., (2015). “Geometry of F-likelihood Estimators and F-Max-Ent Theorem,  AIP Conference Proceedings on Bayesian Inference and Maximum Entropy Methods in Science and Engineering, 1641, 263-270, 2015.

8.   Moosath, S. K. S., and Fazeela K., (2015). “Momentum Maps on Symplectic Manifolds – II”, Bulletin of Allahabad Mathematical Society, 30: pp. 1-28.

 9.   Harsha, V. and Subrahamanian, S. (2014) ‘F-geometry and Amari’s α-geometry on a statistical manifold’, Entropy, 16(5), pp. 2472–2487.

 10. Moosath K S S and Fazeela K (2012), “Momentum maps on symplectic manifolds-I” Proc. of A.P. Akad.of Sciences, volume14, part2, 47-68. (Special issue on the eve of National Mathematics Year. Guest Editor: Prof. V. Kannan, University of Hyderabad).