iKxajdwoo aeds (mq)o iiKixeldwo au iias!Mayo 'quauoddo jewndo ue asulee'se ilewndO (s!y oy selnu oy!pads sey ssayp)auy s!!'saaajdwo xewruru jo serqodoId
minimax of erties Prop this) r fo rules ecific sp has (chess finite is tree if es, Y ?? Complete Otherwise?? onent. opp optimal an against es, Y ?? Optimal b( O ?? y complexit Time m) ?? y complexit Space 11 6 Chapter
I 9 deyD yned Kiana auojdxa o1 paau am op ing ∂1qIse3yu!P11 dwoo uonnjos pex3← s3ue83I9 euosea1,oy00L≈u‘98≈9‘ss3yp0」 (uonejoldxe nsuyj-yndap)(wq)o iKxajdwoo aeds ()o iiKixeldwo w! iiasIMay10 'quauoddo jewndo ue sulee 'sa ilewndo (sly oj sajn oy!ads sey ssayp)aluy s!J!'sa iiaajdwo) xewrurw jo sanlodoId
minimax of erties Prop this) r fo rules ecific sp has (chess finite is tree if es, Y ?? Complete Otherwise?? onent. opp optimal an against es, Y ?? Optimal b( O ?? y complexit Time m) ration) explo (depth-first ) bm( O ?? y complexit Space games “reasonable” r fo 100 ≈ m, 35 ≈b chess, r oF infeasible completely solution exact ⇒ path? every re explo to need e w do But 12 6 Chapter
8 NIW εe7 X∀W dwexo SurunId 9-0
example pruning β–α MAX 8 12 3 3 MIN 3 13 6 Chapter