Question: Old MathJax webview . to let aptimal leven a series of anos, including The Reach party meww to hahappoon, (2) Both opponen choose their ar

Old MathJax webview

Old MathJax webview . to let aptimal leven a

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to let aptimal leven a series of anos, including The Reach party meww to hahappoon, (2) Both opponen choose their ar res moly.) the low one party quals exactly to yok of the other party (4) Dec condition remain the same, and 5 pive des making problemelerto a theory. Two opponents are considered as a players, and we adopt the conven that apunitive payoff will man again in the now player in masing player and the complayer No minimixing player (Reference Cider the main given musim discutcome for player and maidentifies the optimal strategy outcome for player II. This is becach player calladte policy, which is het in him. A want to maximize his minimum tuomes and wants to main his mornimum le Per M 1 1 10 16 26 # # How N Mayer A 4 D 41 7 A select the second my sites him a minimum of units of money and choses strategy 2 as it sure him a minimum less of unit of money. The type of games was pure strates. The alement where minime point and masain point are amekuwa sadile pot 4 361 k8 Din Theory 003 12.16. HURWICZ CRITERION (CRITERION OF REALISM) This was known as welyhted average ration, it is a compromise beween the time and menin decisions are takes both of them into account by yasining the wees in dance with the degree of optimism or pessimium. The attentive that makina te of these weighed payoffs is then Problem 12.7. The following matris gives the payoff of different strategies Galimative) A. Cat Conditions teves) W X Y and Identity the decision taken under the following approaches Pesimistic Optimale, qual probability. Regres, tvillurwich criteria. The decision maker's degree of pain (bei 17 w X 4 100 O

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