The number of states in non-simplified Markov chains for systems with n members is as follows: Each component may be in one of two states: failing or working.

A D B E Consider the above Markov network. Two students Warner and Smith make these claims: Warner claims P(A/B) = P(A) Smith claims P(A|{B,C})=P(A/C) Which of the following is true?

TOPIC: MARKOV CHAINS An electronic device manufacturer orders 2-meter-long conductors from a supplier, who claims that the wire in its conductors has the specified mechanical strength desired by its engineers.that the wire of its conductors has the specified mechanical strength desired by the company's engineers for use in experimental models.for use in experimental models. Each shipment is rated by the technicians who use it as"satisfactory" (nothing is reported to the supplier), as "substandard" (the supplier is notified in writing that the consignment does not meet the standards), or as "substandard" (the supplier is notified in writing that the consignment does not meet the standards).(the supplier is notified in writing that the shipment does not meet specifications), or as "unacceptable" (the shipment is returned, and in accordance with thethe supplier replaces it with another one that has been 100% verified). The classification thus depends on thedegree to which the material…

For the following problem

Consider the following labelled transition system. a a b Determine whether the states s and t are strongly bisimilar. (Justify your answer!)

Markov chains that are not simplified and consist of n members exhibit the following states: Components may function or malfunction.

Design a deterministic finite-state automaton over the alphabet {a; b; c}that accepts words where each character is immediately followed by atleast one identical character. For example, it accepts the wordsY(gamma sigh), aa, aaa,aabbbbaacc, but it rejects the words a, baba, cbbba. Write the transition function of the automaton as a table and draw the automaton in the form of a transition diagram. Try to design the simplest possible automaton, i.e., an automaton with the smallest number of states.