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My main research is on mathematical and computational questions of game theory, in particular the structure and computation of equilibria in games. My "sequence form" for solving imperfect-information games such as poker allows to find optimal play in game trees with millions (previously hundreds) of decision points. I enjoy writing computer code that makes these algorithms useful in practice. I also like to cherry-pick pretty mathematical problems from related fields such as discrete and computational geometry, online computation, or utility theory.
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Sahar Jahani,Bernhard von Stengel
Algorithmic Game Theory: 15th International Symposium, SAGT 2022, Colchester, UK, September 12–15, 2022, Proceedingspp.223-237, (2022)
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Algorithmic Game Theory Lecture Notes in Computer Sciencepp.223-237, (2022)
UNMANNED SYSTEMS TECHNOLOGY XXI (2019)
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