Alternative names (4)
hasFamousStrategy • hasStratagem • usedStrategy • usesStrategyRandom triples
| Subject | Object |
|---|---|
| gptkb:Repeated_Prisoner's_Dilemma | Always cooperate |
| gptkb:Imperial_Knights_army | gptkb:Full_Tilt |
| gptkb:Double_Battle | synergy between partners |
| gptkb:Imperial_Knights_army | Our Darkest Hour |
| gptkb:Imperial_Knights_army | Gallant Charge |
| gptkb:Texas_Hold'em_poker | pot odds |
| gptkb:Imperial_Knights_army | Order of Companions |
| gptkb:iterated_Prisoner's_Dilemma | gptkb:Grim_Trigger |
| gptkb:Texas_Hold'em_poker | slow playing |
| gptkb:Imperial_Knights_army | Valiant Charge |
| gptkb:Yearn_Vaults | gptkb:Aave |
| gptkb:Subtraction_game | Winning strategy can be determined using Grundy numbers |
| gptkb:iterated_Prisoner's_Dilemma | Always Cooperate |
| gptkb:Texas_Hold'em_poker | position play |
| gptkb:Trump_2016_digital_campaign | viral content |
| gptkb:Imperial_Knights_army | Armour of Contempt |
| gptkb:infinite_iterated_Prisoner's_Dilemma | tit for tat |
| gptkb:Trump_2016_digital_campaign | email marketing |
| gptkb:Texas_Hold'em_poker | gptkb:GTO_(Game_Theory_Optimal) |
| gptkb:finite_iterated_Prisoner's_Dilemma | tit for tat |