جستجوی مقالات مرتبط با کلیدواژه "game tree model" در نشریات گروه "ریاضی"

The detection of the application of Game theory, a method of applied mathematics, has been tried out with different topics and has attracted the view of many researchers. Its application to literary genres proves to be highly novel and interesting. Characterization as the major element of the dramatic genre has proved to lend itself to this theory. If one detects literary materials as a series of decisions in which each character's decision or action relies on the previous thoughts and wishes of others, it sounds to be a game, based on the formal game-theory introduction. Hence, implausible decisions or deeds prove to be rational in the course of a game. The current study has tried to appraise Pinter’s plays, Birthday Party and Caretaker, in light of the game theory and model them in trees and matrices. These plays prove to be nonzero-sum Games in which the characters' dominant strategies are associated with Nash Equilibrium, none of the characters is a winner at the end, and they sound to be involved in the absurd and endless game of life controlled by invisibly menacing systems and forces.

Game theory, a method of applied mathematics, has been used to study a wide range of topics. Literature is also a fertile ground for the application of Game theory. If one models literary texts as a series of decisions in which each character's decision or choice is dependent on the previous ones of others, it looks like a game, according to the formal game-theory definition. Thus irrational decisions or actions are rational in the context of a game. The current study aims to revisit Shakespeare's tragedies, Hamlet, Othello, and Antony and Cleopatra, in light of the game theory and model them in trees and matrices. These tragedies are nonzero-sum Games and there are no winners at the end. Moreover the characters' dominant strategies are associated with Nash Equilibrium.