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Day 1 (16 August 2023)
2:10-2:30
Inaugural Speech
2:30- 3:00
Dr. Sujoy Chakraborty (IISER Tirupati)
Real Structures on Root Stacks and Parabolic Connections
Real Structures on Root Stacks and Parabolic Connections
3:00-3:30
Dr. Buddhadev Hazra (TIFR Mumbai)
On local fundamental groups of normal complex spaces
On local fundamental groups of normal complex spaces
Tea 3:30 - 4:00
4:00- 4:30
Mr. Pavan Adroja (IIT Gandhinagar)
On extension of Nori and Local fundamental group schemes.
On extension of Nori and Local fundamental group schemes.
4:30- 5:00
Mr. Bidhan Paul (IIT Madras)
Equivariant K theory of flag Bott manifolds
Equivariant K theory of flag Bott manifolds
Day 2 (17 August 2023)
10:00-10:50
Dr. Arijit Dey (IIT Madras)
Equivariant bundles over toric varieties
Equivariant bundles over toric varieties
10:50- 11:40
Dr. Sudarshan Gurjar (IIT Bombay)
Harder-Narasimhan stacks of Principal Bundles
Harder-Narasimhan stacks of Principal Bundles
Tea 11:40 - 12:00
Tea 11:40 - 12:00
12:00- 12:50
Dr. Pradip Kumar (Shiv Nadar University)
New Embedded (in a wider sense) Maximal Surfaces
New Embedded (in a wider sense) Maximal Surfaces
Lunch 1:00 - 2:30
02:30- 3:20
Dr. Anoop Singh (IIT BHU)
Lie algebroid connections and their moduli spaces over a curve
Lie algebroid connections and their moduli spaces over a curve
03:20- 3:50
Dr. Om prakash (IIT Gandhinagar)
Wilf’s conjecture and its extension
Wilf’s conjecture and its extension
Tea 3:50 - 4:10
04:10- 5:00
Dr. Sanjay Amrutiya (IIT Gandhinagar)
Moduli of parabolic sheaves via filtered Kronecker modules
Moduli of parabolic sheaves via filtered Kronecker modules
Day 3 (18 August 2023)
10:00-10:50
Prof Indranath Sengupta (IIT Gandhinagar)
Concatenation and Join of semigroups
Concatenation and Join of semigroups
10:50-11:20
Dr. Rajib Sarkar (TIFR Mumbai)
A conjecture on binomial edge ideals
A conjecture on binomial edge ideals
Tea 11:20-11:40
11:40- 12:10
Dr. Ayush Jaiswal (IISER Tirupati)
On d-holomorphic connection
On d-holomorphic connection
12:10- 12:40
Mr. Sai Rasmi Ranjan Mohanty (Shiv Nadar University)
Genus Zero Complete Maximal Maps and Maxfaces with an Arbitrary Number of Ends
Genus Zero Complete Maximal Maps and Maxfaces with an Arbitrary Number of Ends
Concluding Remark
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