By Ivanyi A. (ed.)
Ivanyi A. (ed.) Algorithms of informatics, vol.2.. purposes (2007)(ISBN 9638759623)
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Additional info for Algorithms of informatics, vol.2.. applications (2007)(ISBN 9638759623)
Kn ) is a consistent cut by way of contradiction. Suppose that the vector (k1 , . . , kn ) is an inconsistent cut. Then, by denition, there are processors pi and pj such that there is an instruction x of processor pi subsequent to instruction number ki , such that x happens before instruction number kj of processor pj . Recall that ki is the furthest entry of V Ti majorised by K . So entry ki + 1 is not majorised by K , and since all subsequent entries, including the one for instruction x, can have only larger coordinates, the entries are not majorised by K either.
Logical time, causality, and consistent state 615 Proof We rst show the forward implication. Suppose that x Suppose that (k1 , . . , kn ) is not a consistent cut. Then there is a processor pj such that instruction number kj + 1 or later sends a message
Suppose that (k1 , . . , kn ) is not a consistent cut. Then there is a processor pj such that instruction number kj + 1 or later sends a message