Lec 32 MIT 18.085 Computational Science and Engineering I
the somehow seems pretty appropriate to finish uh this series with a little well a little bit of serious fun I guess you could say um and uh I'm going to pick because it's the one topic Within game theory that's manageable and beautiful two person games so there are two opponents no coalitions if we have seven a seveners game then one group can form a team and go against another group and and uh it becomes very complicated and also the game will be Zero Sum whatever the two players we might as well call them R for the person who's going to choose a row and C for the person who's going to choose a column so I have a matrix I start with the the payoff Matrix let me let me take an example example that's 2x two just to explain the rules so maybe the entries are 1 2 4 and 7 okay so R the person who all the this R chooses a row C chooses a column that identifies a number and that's the payoff to R so whatever uh so so if so R chooses row I C chooses ...