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Tham khảo tài liệu 'springer - concurrency theory episode 9', kỹ thuật - công nghệ, cơ khí - chế tạo máy phục vụ nhu cầu học tập, nghiên cứu và làm việc hiệu quả | 10.2 True Concurrency Semantics 309 The main part of the semantics is the interpretationof behaviourexpressions. Thus in the rest of this section we assume that B B J d ei Al re with 1 fEr SimTi ii andfT JBp -c has a soreerpondinc format.Hirthermore forBi andB2 we assume that E- hlEi B in case of name cl ashes re nami ng CM1 be used to obtaih this prop erCy. 10.2.3.1 Inaction Successful Termination and Action Prefix Thesearedefinedasfollows. rf t3iopt d St tn 0 0 0 0 0 Brexit I dor r e 0 0 e ỏ e J 0 where e e ỈẢe 4 E nA where E Ei u b e s for e a s me Hb b Ct xrm Ehl I Ie He a A ee t U E1X R 0 A e u i e en Ai e e e ri Thus stop yields the emnty tmceU iididlnl ti al stnrcture slid exit I is mapped to a single event labelled Ỗ with timing I. Withregard to iI Bi wCundtwis adlod from a dead eveate ilabelled a tweccntd ia ei shaf ara. eithdf mitial e willnow causally precede these events or time-eestdicted. Lor ell eudaidtfia andfime-retteiclan events e tí-iy. the dtlca fs now rolfbivetd e oatímeddạy v le t 0 nssociated wifh i fli bunEleO a n i llldd4Ạ-ỉboi llllos Rh t.e.e l tct w s rn i udrerfricreSI. Id addition I beoamef the fiming at e. Idistuflicsent in the untimed dfsa to ini rod I ice anld bundlas tromoeotes initie l eventa of Eỵ a.t.OartihE 4.0iHowever in the timed case new bundles to time-restrietedevenSshf e o aretsedto maka delayt reldtiot to e. Ootica that e aboae COIIS I fiiclion i -sc ies lobolli Eb-er t ob eanOh te nal ovents. At cn exemple Figure tb.tobf pee-iar-the semantiaaof 2i-5.6 Pi where the temathictdt r- SiO iciei dshihwce -0.6 d . eiior-llowiiig hthaviourwEuih yield an i i eOi I t reaearfoteid t witw trtt-i te.6 an dt- ơỉ c ìi ar- to tic-1 III míe u. 8 25 S1 III i 12 14 V stop 310 10 Semantic Models for tLOTOS Fig. 10.6. Semantics of Action Prefix 10.2.3.2 Delay Hiding and Relabelling The semantics forthese constructs Re as follows. m w s 1 Bd d n OirHMoO dMi B hzde GinBi J j El 1 l A- 1RG where l e eG e IRe i e e G G H h e 4 H Ol G AuE e 10.2 .