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Archive
Some special cases of the Abhyankar-Sathaye Conjecture
By Prof. Neena Gupta (ISI, Kolkata)
Dates: 26th March 2023 05:00 PM to 06:00 Pm
Abstract: “Polynomials and power series May they forever rule the world.”
Weak and Weak* Topologies - 2023
Dates: 21stJan 2023 onwards
A series of lectures at Bhaskaracharya Pratishthana, Pune.
NET / SET WORKSHOP – 2023
A State Level Online Workshop on
SET / NET Examination in Mathematics
Dates: 11th Jan 2023 onwards
Click here for details
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Final Schedule is now available
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IST - Multivariable Calculus and Differential Forms (2022)
Details | |
Venue | Bhaskaracharya Pratishthana, Pune |
Dates | 5 Dec 2022 to 17 Dec 2022 |
School on Linear Algebra
Bhaskaracharya Pratishthana is organizing a school on different topics in Linear algebra.
From June 27, 2022 to July 9, 2022.
This is for the students who want to pursue Mathematics in TYBSc. There will be two lectures in the morning of one hour duration and two problem solving sessions in the afternoon of one and half hour duration.
Speakers
GATE-22 Preparatory Course
Centre for Industrial Mathematics, Bhaskaracharya Pratishthana Pune, a Research Institute in Mathematics, announces preparatory course for GATE-22
Subject Areas: Mathematics, Physics, and Engineering. For final year Students and degree holders from Electrical, EnTc, Instrumentation, Mechanical, Computer and IT
An Yearlong Trimester Programme on Triangle Group, Belyi Uniformisation and Modularity
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.
Quantum Computation - A different learning approach
A lecture series on “Quantum Computing”. Quantum computation has changed the way of thinking about computation we have been doing since computers have invented. There were a few problems that seemed unbreakable in classical computational settings now can be solved using the quantum computational approach.
NET WORKSHOP – 2021
Problem solving at PG level, Preparation for SET/NET in Mathematics