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Massimiliano Vasile: Multi-Objective Optimal Control
Domain-Specific Languages of Mathematics by Patrik Jansson
Domain-Specific Languages of Mathematics mini-course by Patrik Janson, Lectures 1 and 2
[ICFP24] Level-p-complexity of Boolean functions using thinning, memoization, and polynomials
Domain-Specific Languages of Mathematics mini-course by Patrik Janson, Lecture 3
25. Practicalities of Multi - Objective Optimization
Level-p-complexity of Boolean Functions: Using thinning, memoization, and polynomials
FP-talk 2024-03-01: Tensor DSLs and Curved Space-Time
26. Practicalities of Multi - Objective Optimization (Contd.)
How Functional Programming Can Grow Beyond Its Niche | Evan Czaplicki | ZuriHac 2026 (re-uploaded)
Multi-objective optimization
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Last Updated: August 22, 2026
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