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Supported by
The Indian Mathematics Consortium under NASI-TiMC programs, and National Board of Higher Mathematics (NBHM).
A year-long summit of virtual lectures by active researchers and expositors in the field of Hyperbolic & Arithmetic Geometry, Discrete & Arithmetic Groups and Number Theory.
Advisory Board
McGill University, Montreal
BP Pune and CUNY, New York
UBritish Columbia, Vancouver
URochester, Rochester and BP, Pune
Dartmouth College, Hanover
Devendra Tiwari (Coordinator) BP Pune
Technical Committee
Soumya Dey, Chennai Mathematical Institute
Ganesh D, BP Pune
Shyam M, IISER Thiruvananthapuram
Utkarsh Mishra, UESTC Chengdu
Trimester I
Triangle Groups and Belyi Uniformization
1st September 2021 - 31st December 2021
1) Fuchsian Triangle Groups
2) Special Riemann Surfaces
3) Special Algebraic Curves
4) Belyi Theorem and Triangle Group
5) Farey Symbol and Modular & Hecke Dessins
6) Computational Tools in the Study of Modular/Triangle Groups
Speakers for the First Trimester
Chaitanya Ambi, Postdoctoral Fellow at CMI, Chennai, India.
Neelima Borade, Princeton University.
Claire Burrin, ETH Zurich.
Pete L. Clark, University of Georgia.
Anand Deopurkar, Australian National University.
Gianluca Faraco, MPI, Bonn.
Anirudh Gurjale, University of Rochester.
Sudarshan Gurjar, IIT Bombay.
Ravi S. Kulkarni, BP Pune and CUNY New York.
Ling Long, Louisiana State University, USA.
Alexander Mednykh, Sobolev Institute of Mathematics, Novosibirsk.
Hartmut Monien, Bonn University.
John Parker, Durham University.
Bram Petri, University of Paris 6 Sorbonne.
Juanita Duque Rosero, Darthmouth College, Hanover.
Leila Schneps, CNRS, Paris.
Mihir Sheth, IISc. Bangalore.
Sam Schiavone, MIT Massachusetts.
Ser Peow Tan, National University of Singapore.
T N Venkatramana, TIFR, Mumbai.
John Voight, Dartmouth College, Hanover.
Yifan Yang, National Taiwan University.
More speakers are expected...
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'With these programs, we attempt to foster synergistic interactions between researchers in different but closely related areas of mathematics communities in India and across the world.'
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Trimester II
Modularity and Generalised Fermat's Equation
01st January 2022 - 30th April 2022
7) Some Background from Arithmetic Geometry
8) Modular forms & Hilbert Modular Forms
9) Mazur's Reformulation of Modularity Theorem
10) Different Versions of Modularity Theorem
11) Hypergeometric Abelian Varieties
12) On Darmon's Program for Generalized Fermat Equation
Speakers for the Second Trimester
Levent Alpoge, Harvard University, USA.
Patrick Allen, McGill University, Canada.
Barinder Banwait, Heidelberg, Germany.
Pilar Bayer, University of Barcelona.
Nicolas Billerey, University Clermont Auvergne, France.
Kingshook Biswas, ISI Kolkata.
Imin Chen, Simon Fraser University Canada.
Will Chen, IAS, Princeton.
Shaunak Deo, IISc, Bangalore.
Anand Deopurkar, Australian National University.
Vesselin Dimitrov, University of Toronto.
Nuno Freitas, Instituto de Ciencias Matematicas (ICMAT), Madrid.
Subhojoy Gupta, IISc Bangalore.
Jaya N. Iyer, IMSc, Chennai.
Philippe Michaud-Jacobs, University of Warwick.
Angelos Koutsianas, Aristotle University of Thessaloniki, Greece.
Wen-Ching Winnie Li, Pennsylvania State University.
Loic Merel, University of Paris.
A. Raghuram, Fordham University, New York.
Anwesh Ray, University of British Columbia, Vancouver.
Sudhanshu Shekhar, IIT Kanpur, India.
Samir Siksek, University of Warwick.
Mihir Sheth, IISc Bangalore.
B. Sury, ISI, Bangalore.
Guhan Venkat, Ashoka University, Delhi, India.
T. N. Venkataramana, TIFR Mumbai.
More speakers are expected...
Bhaskaracharya Pratishthana is an Educational and Research Institute for Mathematics in Pune, India, founded by famous Indian-American mathematician Professor Shreeram Shankar Abhyankar in 1976. The institute is named after the great ancient Indian Mathematician Bhaskaracharya (Born in 1114 A.D.). It has researchers working in many areas of Mathematics, particularly in Geometry, Algebra, and Number Theory.
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Contact us at: bhaskarseminar@gmail.com
Address:
56/14, Erandavane, Damle Path, Off Law College Road, Pune - 411004, India.
