Time table
| Time | M on | T ue | W ed | T hu | F ri | Sat |
| 10 : 00 − 11 : 30 | NN 1 | RG 1 | SV 3 | RG 3 | SB 5 | RG 6 |
| 11 : 45 − 13 : 15 | SV 1 | NN 3 | SB 1 | SB 3 | N N 5 | V al |
| 14 : 00 − 15 : 30 | NN 2 | RG 2 | SV 4 | RG 4 | SB 6 | |
| 15 : 45 − 17 : 15 | SV 2 | NN 4 | SB 2 | SB 4 | RG 5 |
Monday 7 Nov 2016
NN 1 : Historical introduction and overview for elementary complex analysis.
SV 1 : Introduction to complex number field, elementary algebraic and geometric properties.
NN 2 : Existence and set theoretic constructions in analysis.
SV 2 : Elementary functions on C.
Tuesday 8 Nov 2016
RG 1 : Analytic functions. Cauchy-Riemann equations.
NN 3 : Integration of 1-forms and 2-forms. Stokes’ theorem.
RG 2 : Interactive session/tutorial for RG 1.
NN 4 : Interactive session/tutorial for NN 3.
Wednesday 9 Nov 2016
SV 3 : Complex Integration. Cauchy’s theorem.
SB 1 : Power series expansions.
SV 4 : Interactive session/tutorial for SV 3.
SB 2 : Interactive session/tutorial for SB 1.
Thursday 10 Nov 2016
RG 3 : Cauchy’s integral formula.
SB 3 : Laurent series expansions.
RG 4 : Interactive session/tutorial for RG 3.
SB 4 : Interactive session/tutorial for SB 3.
Friday 11 Nov 2016
SB 5 : Open mapping theorem.
NN 5 : Structure of isolated singularities.
SB 6 : Interactive session/tutorial for SB 5.
RG 5 : Interactive session/tutorial for NN 5.
Saturday 12 Nov 2016
RG 6 : Summary of the course.
Val : Feedback and valedictory session. Suggestions for further study.
Faculty members for the program: Siddhartha Bhattacharya (SB), Radhika Ganapathy (RG), Nitin Nitsure (NN) and Sandeep Varma (SV), all from the School of Mathematics,TIFR.