Question: hi there, Definition: Let A be the so-called base state space and A be the set of all states which belong to the state spaces

hi there,

hi there, Definition: Let A be the so-called base state space and

Definition: Let A be the so-called base state space and A be the set of all states which belong to the state spaces B whose subspace is A, i.e. A=ABB. A does not contain the state fail. The relation SA(A{fail}) is called program over A, if 1. DS=A 2. aA:S(a):1 and 1=a 3. RS:(iN+:i

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