MATH 167

Mathematical Game Theory

Description: Lecture, three hours; discussion, one hour. Requisite: course 115A. Quantitative modeling of strategic interaction. Topics include extensive and normal form games, background probability, lotteries, mixed strategies, pure and mixed Nash equilibria and refinements, bargaining; emphasis on economic examples. Optional topics include repeated games and evolutionary game theory. P/NP or letter grading.

Units: 4.0
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Most Helpful Review
Fall 2023 - AWESOME PROFESSOR!!! Cannot recommend enough. Professor Lutz is an amazing lecturer, has extremely detailed notes (seriously, I have no idea how he had the time to make such awesome notes), and was super helpful in office hours (like he's one of those professors that actually understands your vague question and gives you the answer you're looking for). His tests were not difficult, but did require you to know the material well and think through the problem methodically. Game theory was a lot of combining intuition with mathematical knowledge. Grading scheme: 15% Computational Homework (basically short answers on gradescope that tell you immediately if your answer's right/wrong and was great practise), 20% Long-Form Homework (usually a single problem/game that you had to determine a victor for, involved a lot of thinking and really helped me gain an intuition for the theory of the subject), 25% Midterm, and 40% Final (Replaces the midterm if needed). There were also redemption problems sometimes that could replace your long-form homework grade if you did better on them (basically these gave you a chance to show you understood the material you previously lost points on). Game Theory itself was incredible. I learned so much and it was so different from the other math upper divs I've taken. It wasn't quite pure or applied math, somewhere in between, and I really enjoyed how it kept going back and forth between proofs and real-life scenarios. If you're looking for a fun math upper div, definitely take this! (Notice I said fun, not easy, takes a bit of work :) ) Especially if Professor Lutz is teaching it, you'll have a blast (I would honestly take him for any course, he was the best)
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