Check out Brilliant ► [ Ссылка ] Join for free and the first 200 subscribers get 20% off an annual premium subscription. Thank you to Brilliant for sponsoring this video!!
The 1st episode in the Game Theory playlist on the Prisoners Dilemma: [ Ссылка ]
In this video we introduce our first major category of game that we will study in Game Theory called Normal Form Games. These are games between a finite number of players, with each player having a finite number of options, and then a defined payoff for every possible set of chosen actions. The Prisoners Dilemma we saw previously is an example of a normal form game, as is good old Rock-Paper-Scissors. We will also see two more examples, one I call Hawk vs Dove, and one I call Sushi vs Thai. Each game can be represented by a payoff matrix. In the next episode we will discuss more about how to find optimal strategies to play Normal Form games, and if optimal strategies even exist!
0:00 Normal Form Games
1:45 Payoff Matrix
3:14 Hawk vs Dove Game
6:11 Sushi vs Thai Game
8:26 Formal Definition of Normal Form Games
11:22 Check out Brilliant.org
COURSE PLAYLISTS:
►DISCRETE MATH: [ Ссылка ]
►LINEAR ALGEBRA: [ Ссылка ]
►CALCULUS I: [ Ссылка ]
► CALCULUS II: [ Ссылка ]
►MULTIVARIABLE CALCULUS (Calc III): [ Ссылка ]
►VECTOR CALCULUS (Calc IV) [ Ссылка ]
►DIFFERENTIAL EQUATIONS: [ Ссылка ]
►LAPLACE TRANSFORM: [ Ссылка ]
OTHER PLAYLISTS:
► Learning Math Series
[ Ссылка ]
►Cool Math Series:
[ Ссылка ]
BECOME A MEMBER:
►Join: [ Ссылка ]
MATH BOOKS & MERCH I LOVE:
► My Amazon Affiliate Shop: [ Ссылка ]
SOCIALS:
►Twitter (math based): [ Ссылка ]
►Instagram (photography based): [ Ссылка ]
