Teaching

Below are handouts used in discussion sections; PDFs open in a new tab.

1. Handout 01 — General Information & Proofs
2. Handout 02 — Suprema, Metric Spaces & Sequences
3. Handout 03 — Bolzano–Weierstrass, Completeness & Contractions
4. Handout 04 — Squeeze Theorem, Lipschitz & Continuity
5. Handout 05 — Vector Spaces, Norms & Inner Products
6. Handout 06 — Lattices, Convex Sets & (Quasi-)Convexity
7. Handout 07 — Graphs, Contours, Differentiability & Homogeneity
8. Handout 08 — Monotone Comparative Statics & Differentiation Rules
9. Handout 09 — Extrema & Kuhn–Tucker Optimization
10. Handout 10 — Linear Algebra, Integration & Taylor
11. Handout 11 — Midterm, Cost Functions & IFT
12. Extra — “Lamp Game” Proof

Weekly discussion sections reinforced estimation concepts and empirical applications, with emphasis on hands-on problem solving and Stata workflows.