Steady state:The long- term tendencies of amarkov system to be in its various states.

Title	All terms	Date
Operations Research, Lecture #35 Faculty of Economics and Administrative Sciences Business Administration Abdallah Samara	Markov process:A closed system that change from state to state according to stable transition probabilities, Steady state:The long- term tendencies of amarkov system to be in its various states., Transition matrix:A matrix that shows the probabilities of markov system changing from is current state to each possible state in the next period.	Tue, 2010-04-27
Operations Research, Lecture #34 Faculty of Economics and Administrative Sciences Business Administration Abdallah Samara	Markov process:A closed system that change from state to state according to stable transition probabilities, Steady state:The long- term tendencies of amarkov system to be in its various states., Transition matrix:A matrix that shows the probabilities of markov system changing from is current state to each possible state in the next period.	Sun, 2010-04-25
Operations Research, Lecture #33 Faculty of Economics and Administrative Sciences Business Administration Abdallah Samara	Markov process:A closed system that change from state to state according to stable transition probabilities, Steady state:The long- term tendencies of amarkov system to be in its various states., Transition matrix:A matrix that shows the probabilities of markov system changing from is current state to each possible state in the next period.	Thu, 2010-04-22

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