7. An Overview of Repeated Games (Game Theory Playlist 8)

In this episode I provide a short review of repeated games: Concepts that I overview include finite and infinite-horizon repeated games, stage games, one deviation property, discount factor, grim-trigger strategies, and folk theorem.
It's crucial to watch lecture videos in the proper order to ensure effective learning. This is because the concepts in each video build upon those introduced in previous videos. To help you with this, I recommend visiting my website, www.selcukozyurt.com, for a recommended course outline.

[@serbinazyildiz]

Geçen dönem bu dersi almıştım, iyi ingilizcem olmamasına rağmen sizden daha çok şey öğrendim. Teşekkürler😊💪

[@reyhanehnikoonejad9208]

Thanks! I enjoy your videos so much.

[@farman892]

Can you please make a playlist on topic like convexity, quasiconcavity ... All such mathematical topics in advance micro

[@PankajKumar-ot3mg]

was eagerly waiting for your lectures....

[@siddharthsukant100]

Thank you Sir!

[@mauriciolagosrogers3498]

can we get an idea of infinite games as a game that has an end but no one of the players know when it will end? For example a random game that could end on t=100 or t=757. All that we know is it ends. For example cooperative games in real life with a work parthenr. Maybe some of us could get fire, nobody knows when, but we will work as if we have infinite periods to cooperate. Another example is family, some of us will die some day, nobody knows when, but we build a cooperative behaviour because that uncertainly component. Just an idea and a question

[@real_dddf]

idk if this is right, but I would think you take the probability of the game ending, and find the expected number of periods, then use that as the basis for analysis?

[@almontheralmonther9712]

Thanks bro so much