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transition event (Definition)

A transition event (or simply event) on a state set $ S$ is an element $ e = (s_i, s_j) \in (S\times S)$ of a binary relation on state set $ S$ that signifies the transition from one state to another. An event $ e$ is defined by a condition function $ c(s_i)$ which evaluates a Boolean function in state $ s_i$ and by an action function $ p$.



"transition event" is owned by PrimeFan. [ full author list (2) | owner history (2) ]
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Other names:  event
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Cross-references: action, Boolean function, function, binary relation, state
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This is version 2 of transition event, born on 2003-12-02, modified 2006-12-22.
Object id is 5453, canonical name is TransitionEvent.
Accessed 2833 times total.

Classification:
AMS MSC68P20 (Computer science :: Theory of data :: Information storage and retrieval)

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