J. C. M. Baeten, J. A. Berstra, J. W. Klop, `Ready Trace semantics for concrete algebra with the priority operator', the Computer Journal, 1987, 30, vol 6, pp498-506.

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Modal Observation Equivalence of Processes - Mitchell, Carlisle (1996)   (3 citations)  (Correct)

....oe between failure trace and strong bisimulation P oe Q iff P F tr Q . Define f P F tr = f S (P ) one can prove P F tr Q iff j= f S (P ) f S (Q ) 27 5.3 Ready Trace Equivalence This equivalence has occurred in the literature under various guises. See [22] [1] or [23] for example. Take j = a 1 X 1 a 2 X 2 Delta Delta Delta where the a i are action names and the X i are finite sets of action names. Write P j= j iff there is a sequence of transformations P = P 0 a 1 Gamma P 1 a 2 Gamma P 2 a 2 Gamma Delta Delta Delta and for each i, X ....

J. C. M. Baeten, J. A. Berstra, J. W. Klop, `Ready Trace semantics for concrete algebra with the priority operator', the Computer Journal, 1987, 30, vol 6, pp498-506.

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