Organized by
Department of Mathematics and Statistics IIT Kanpur
To introduce the mathematical theory, modelling and computations of problems from Optics to researchers across India. As such this topic is fairly untouched by mathematicians and has several challenges and its solution will have direct influence on industry. This symposium will starts with a basic note on such problems and will also introduce the numerical concepts needed to solve such problems. Further, it will also provide a flavour of few applications which have been recently solved and have impact on industry.
Participants are requested to please be online by 9:30 AM.
09:30 AM | Inauguration |
09:45 AM | Prayer & lighting of lamp |
09:48 AM | Welcome Address |
09:50 AM | Introductory remarks by HOD, Math & Statistics |
09:55 AM | Brief note by Prof. Thije Boonkkamp, J.H.M. ten TU/e |
09:58 AM | Vote of Thanks |
10:00 AM - 10:45 AM | B.V. Rathish Kumar, Basics of ray optics |
10:45 AM - 11:30 AM | J.H.M. ten Thije Boonkkamp, Inverse freeform design: reflector and lens equations |
11:30 AM - 11:45 AM | Break |
11:45 AM - 12:30 PM | K. Mitra, Numerical methods for inverse freeform design |
12:30 PM - 13:15 PM | B.V. Rathish Kumar, DG methods for PDE |
13:15 PM - 14:45 PM | Lunch |
14:45 PM - 15:30 PM | J.H.M. ten Thije Boonkkamp, Basics of Lie optics |
15:30 PM - 15:55 PM | P.A. Braam, Inverse methods for freeform design |
15:55 PM - 16:20 PM | J.H.M. ten Thije Boonkkamp, DG methods for Liouville’s equation of geometrical optics |
16:20 PM - 16:35 PM | Break |
16:35 PM - 17:00 PM | S. Verma, Inverse methods for imaging |
17:00 PM - 17:25 PM | A.Barion, Lie-algebraic methods for imaging |
No Fee Refund Policy
Category | Registration Fee |
---|---|
Non-IITK Faculty | Rs 100/- |
IITK Faculty | Rs 100/- |
Non-IITK Students | Rs 100/- |
IITK Students | Rs 100/- |
Personnel from Industries/ R&D Organizations | Rs 100/- |
Step 1: Pay the Fees through SBI Collect according to your category.
Step 2: Fill up the Google Form
Course Code | 60 |
Course Title | Computational Illumination Optics |
Course Duration | 04 September 2024 |