Complex analytic geometry is a very broad area of mathematics straddling differential geometry, algebraic geometry and analysis. Much of the interactions between mathematics and theoretical physics, especially string theory, channels through complex analytic geometry. It is one of the most active areas of research in mathematics. Some of the high points of research in this topic are: Yau's proof of Calabi's conjecture, Donaldson-Uhlenbeck-Yau's theorem that polystable vector bundles are precisely the solutions of the Hermitian-Einstein equation, Demailly's work of Kobayashi hyperbolicity.

2. Joao Baptista

3. Usha Bhosle

4. Philip Boalch (to confirm)

5. Ugo Bruzzo

6. Arijit Dey

7. Carlos Florentino

8. Tomas Gomez

9. Amit Hogadi

10. Norbert Hoffmann

11. John Loftin

12. Marina Logares

13. Christoph Mourougane

14. Georg Schumacher

15. Matthias Stemmler

16. Andras Szenes

17. Graeme Wilkin

Information on Indian visa
rules can be found here .

Some other useful information can be found here.

Some other useful information can be found here.

Contact: Indranil Biswas and A.J.
Parameswaran, School of Mathematics, TIFR, Mumbai 400 005,
India.

Email: cag /at/ math.tifr.res.in

Email: cag /at/ math.tifr.res.in