| McVitie DG, Wilson LB (1971) The stable marriage problem. Commun ACM 14(7):486--492 |
.... protocol [4] leader) the CORBA GIOP protocol [12] giop) the tele Available at www.informatik.uni freiburg.de lafuente hsf spin Available at netlib.bell labs.com netlib spin phony model POTS [13] pots) and a model of a concurrent program that solves the stable marriage problem [17] (marriers) The considered versions of these protocols violate certain safety properties. 4.1 Exhaustive exploration The objective of the first set of experiments is to showhow the differentvariants of the C3 condition perform. We expect that stronger C3 conditions according to hierarchy in ....
D. McVitie and L. Wilson. The stable marriage problem. Communications of the ACM, 14(7):486--492, 1971.
....3 Available at netlib.bell labs.com netlib spin :p :p ff fi ff fi p p :p ff fi p p Fig. 4. Example of a full state space (left) and a reduction (right) phony model 4 [14] pots) and a model of a concurrent program that solves the stable marriage problem [18] (marriers) The considered versions of these protocols violate certain safety properties. 4.1 Exhaustive Exploration The objective of the first set of experiments is to show how the different variants of the C3 condition perform. We expect that stronger C3 conditions according to hierarchy in ....
D. McVitie and L. Wilson. The stable marriage problem. Communications of the ACM, 14(7):486--492, 1971.
.... performed using the CORBA GIOP protocol [19] with a configuration of 2 clients and 1 server, an 8 philosophers configuration of the dining philosophers problem, a model of an optical telegraph protocol [17] with 6 stations and a model of a concurrent program that solves the stable marriage problem [25] with a configuration of 3 suitors. Assertion violation detection experiments are carried out with Lynch protocol, with a model of a relay circuit and with a faulty solution for the mutual exclusion problem (mutex) 6 . Invariant violation is evaluated using the POTS telephony model [20]7 ....
D.G. McVitie and L.B. Wilson. The stable marriage problem. Communications of the ACM,1971.
....for some of the experiments. We use a set of Promela models as benchmarks including a model of a leader election protocol 5 [4] leader) the CORBA GIOP protocol [13] giop) the telephony model POTS 6 [14] pots) and a model of a concurrent program that solves the stable marriage problem [18] (marriers) The considered versions of these protocols violate certain safety properties. 4.1 Exhaustive exploration The objective of the first set of experiments is to show how the different variants of the C3 condition perform. We expect that stronger C3 conditions according to hierarchy in ....
D. McVitie and L. Wilson. The stable marriage problem. Communications of the ACM, 14(7):486--492, 1971.
.... bit protocol, Barlett s protocol, an erroneous solution for mutual exclusion (mutex) 3 ,theoptical telegraph protocol [17] an elevator model 4 , a deadlock solution to Dijkstra s dining philosopher problem, and a model of a concurrent program that solves the stable marriage problem [23]. Real World examples that we use include the Basic Call processing protocol [24] a model of a relay circuit [27] the Group Address Registration Protocol GARP [25] the CORBA GIOP protocol [18] and the telephony model POTS [19] 5 . Precursory Work. The precursor [10] to this paper considers ....
D. McVitie and L. Wilson. The stable marriage problem. Communications of the ACM, 1971.
.... bit protocol, Barlett s protocol, an erroneous solution for mutual exclusion (mutex) 2 ,theoptical telegraph protocol [17] an elevator model 3 , a deadlock solution to Dijkstra s dining philosopher problem, and a model of a concurrent program that solves the stable marriage problem [22]. Real World examples that we use include the Basic Call processing protocol [23] a model of a relay circuit [28] the Group Address Registration Protocol GARP [24] the CORBA GIOP protocol [18] and the telephony model POTS [19] 4 . Precursory Work. The precursor [10] to this paper considers ....
D. McVitie and L. Wilson. The stable marriage problem. Communications of the ACM, 1971.
....data structures and algorithms texts shows that only a few cover the stable marriage problem [Kor86] Sed90] Wir76] Sedgewick briefly mentions the relationship to the Hospitals Residents problem, but none of the books either gives or discusses solutions to this version of the problem. McVitie [MW71] discusses the stable marriage problem and gives code for generating all stable matches procedure MakeMatch(var hospitalList : HospitalListType; var residentList : ResidentListType) var currentHospital, resident : integer; begin while PositionsExist(hospitalList) do begin fstill unfilled ....
D.G. McVitie and L.B. Wilson. The stable marriage problem. Communciations of the ACM, 14(7):486--492, 1971.
....which we name the 3 gender stable marriage problem (or 3GSM for short) and define in the next section. The stable roommate and stable marriage problems have been studied extensively [3] 4] 5] 9] There exist efficient algorithms for both problems that run in 3 O(n 2 ) time [1] 6] [10]. Ng and Hirschberg have obtained lower bound results proving that these algorithms are asymptotically optimal [12] Since no significant improvement is possible on the original problems, it is then natural to consider their three dimensional generalizations, 3GSM and 3PSA. This is one of twelve ....
McVitie, D. G. and L. B. Wilson. The stable marriage problem. Comm. ACM 14 (1971), 486--492.
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McVitie DG, Wilson LB (1971) The stable marriage problem. Commun ACM 14(7):486--492
No context found.
D.G. McVitie and L.B. Wilson. The stable marriage problem. Communications of the ACM, 14(7):486--492, 1971.
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McVitie, D.G., Wilson, L.B.: The stable marriage problem. Communications of the ACM, 14(7): 486--492, 1971
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D. McVitie and L. Wilson. The stable marriage problem. Communications of the ACM, 14(7):486--492, 1971.
No context found.
D. McVitie and L. Wilson. The stable marriage problem. Communications of the ACM, 14(7):486--492, 1971.
No context found.
D. G. McVitie and L. B. Wilson. The stable marriage problem. Communications of the ACM, 14(7):486--492, 1971.
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D. McVitie and L. Wilson, The stable marriage problem, Comm. ACM, (July 1971), pp. 486-490.
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D. McVitie and L. Wilson. The stable marriage problem. Communications of the ACM, 1971.
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McVitie, D. G., L. B. Wilson (1971). The Stable Marriage Problem. Communications of the A.C.M. 10 486-490 .
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