Bridging Mathematics — Slides
Nova SBE — Academic Year 2025/2026
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1. Metric Spaces
2. Compactness & Banach Spaces
3. Linear Algebra & Projection
4. Convexity & Quasiconcavity
5. Correspondences & Berge's Maximum Theorem
6. Fixed Points, Envelope Theorem & Comparative Statics
7. Ordinary Differential Equations & 2D Phase Diagrams
8. Discrete-Time Dynamic Optimization (Euler & Bellman)
9. Continuous-Time Optimal Control & the Ramsey Model
10. Foundations of Measure Theory & Random Variables
11. The Central Limit Theorem
12. Linear Algebra, Visually (interactive lecture)
[The geometry of OLS]