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I'm about to do a sort of reading course with a mathematics professor wherein I read and teach him about Game Theory. He claims not to know Game Theory. After that, we aim to read about Mean Field Game Theory - and other crossovers of Game Theory with PDEs.

I'm tasked with finding a suitable text on the topic. Game theory seem like a pretty broad topic, and I want to make sure I'm getting a text that:

  • Develops those aspects of Game Theory that will be useful for Mean Field Game Theory
  • Has a suitable degree of mathematical rigor

Is there such a text, and where might I find it?

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  • $\begingroup$ I can't help you with mean field game theory, but a broad yet rigorous text is Osborne and Rubinstein's A Course in Game Theory. $\endgroup$
    – Trurl
    Oct 19, 2018 at 19:39

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I've found the article "On a mean field game approach modeling congestion and aversion in pedestrian crowds" written by Aimé Lachapelle and Marie-Thérèse Wolfram. The link to this article is "On a mean field game approach modeling congestion and aversion in pedestrian crowds".

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