Page - 56 - in Algorithms for Scheduling Problems
Image of the Page - 56 -
Text of the Page - 56 -
Algorithms 2018,11, 80
3. Schrage, L. Obtaining Optimal Solutions to Resource Constrained Network Scheduling Problems.
Unpublishedwork,1971.
4. Potts, C.N. Analysis of a heuristic for onemachine sequencingwith release dates and delivery times.
Oper.Res. 1980,28, 1436–1441. [CrossRef]
5. Hall, L.A.; Shmoys, D.B. Jackson’s rule for single-machine scheduling: Making a goodheuristic better.
Mathem.Oper. Res. 1992,17, 22–35. [CrossRef]
6. Nowicki,E.;Smutnicki,C.Anapproximationalgorithmforsingle-machineschedulingwithrelease times
anddelivery times.DiscretAppl.Math. 1994,48, 69–79. [CrossRef]
7. Larson,R.E.;Dessouky,M.I.heuristicprocedures for thesinglemachineproblemtominimizemaximum
lateness.AIIETrans. 1978,10, 176–183. [CrossRef]
8. Kise,H.; Ibaraki,T.;Mine,H.Performanceanalysisofsixapproximationalgorithmsfor theone-machine
maximumlatenessschedulingproblemwithreadytimes. J.Oper. Res. Soc. Japan1979,22,205–223. [CrossRef]
9. Vakhania,N.; Perez,D.; Carballo, L. Theoretical ExpectationversusPractical Performance of Jackson’s
heuristic.Math. Probl. Eng. 2015,2015, 484671. [CrossRef]
10. McMahon,G.;Florian,M.Onschedulingwithreadytimesandduedates tominimizemaximumlateness.
Oper. Res. 1975,23, 475–482. [CrossRef]
11. Carlier, J.Theone–machinesequencingproblem.Eur. J.Oper. Res. 1982,11, 42–47. [CrossRef]
12. Sadykov,R.;Lazarev,A.Experimentalcomparisonofbranch-and-boundalgorithmsforthe1|rj|Lmaxproblem.
InProceedingsof theSeventhInternationalWorkshopMAPSP’05,Siena, Italy, June6–102005;pp. 239–241.
13. Grabowski, J.;Nowicki,E.;Zdrzalka,S.Ablockapproachforsingle-machineschedulingwithreleasedates
andduedates.Eur. J.Oper. Res. 1986,26, 278–285. [CrossRef]
14. Larson,M.I.Dessouky andRichardE.DeVor. AForward-BackwardProcedure for the SingleMachine
ProblemtoMinimizeMaximumLateness. IIETrans. 1985, 17, 252–260, doi:10.1080/07408178508975300.
[CrossRef]
15. Pan,Y.; Shi, L.Branch-and-boundalgorithms for solvinghard instancesof theone-machine sequencing
problem.Eur. J.Oper. Res. 2006,168, 1030–1039. [CrossRef]
16. Liu,Z.Singlemachineschedulingtominimizemaximumlatenesssubject toreleasedatesandprecedence
constraints.Comput.Oper. Res. 2010,37, 1537–1543. [CrossRef]
17. Gharbi,A.; Labidi,M. Jackson’s Semi-Preemptive SchedulingonaSingleMachine. Comput. Oper. Res.
2010,37, 2082–2088,doi:10.1016/j.cor.2010.02.008. [CrossRef]
18. Lenstra, J.K.; Rinnooy Kan, A.H.G.; Brucker, P. Complexity of machine scheduling problems.
Ann.Discret.Math.1977,1, 343–362.
19. Kacem, I.; Kellerer,H.Approximationalgorithms forno idle time schedulingona singlemachinewith
release timesanddelivery times. Discret. Appl. Math. 2011,164, 154–160,doi:10.1016/j.dam.2011.07.005.
[CrossRef]
20. Lazarev,A.ThePareto-optimalsetof theNP-hardproblemofminimizationof themaximumlateness fora
singlemachine. J.Comput. Syst. Sci. Int. 2006,45, 943–949. [CrossRef]
21. Lazarev,A.;Arkhipov,D.;Werner, F. Scheduling JobswithEqualProcessingTimesonaSingleMachine:
MinimizingMaximumLatenessandMakespan.Optim. Lett. 2016,11, 165–177. [CrossRef]
22. Carlier, J.;Hermes,F.;Moukrim,A.;Ghedira,K.Exact resolutionof theone-machinesequencingproblem
withnomachine idle time.Comp. Ind. Eng. 2010,59, 193–199,doi:10.1016/j.cie.2010.03.007. [CrossRef]
23. Chrétienne,P.Onsingle-machineschedulingwithout intermediatedelays.DiscreteAppl.Math. 2008,156,
2543–2550. [CrossRef]
24. Ehrgott,M.MulticriteriaOptimization;SpringerScience&BusinessMedia:Berlin,Germany,2005;Volume491.
25. Chinos,E.;Vakhania,N.Adjustingschedulingmodelwithreleaseandduedates inproductionplanning.
CogentEng. 2017,4, 1–23. [CrossRef]
26. Vakhania,N.Abetter algorithmfor sequencingwith releaseanddelivery timeson identicalprocessors.
J.Algorithms2003,48, 273–293. [CrossRef]
c©2018bytheauthors. LicenseeMDPI,Basel,Switzerland. Thisarticle isanopenaccess
articledistributedunder the termsandconditionsof theCreativeCommonsAttribution
(CCBY) license (http://creativecommons.org/licenses/by/4.0/).
56
back to the
book Algorithms for Scheduling Problems"
Algorithms for Scheduling Problems
- Title
- Algorithms for Scheduling Problems
- Authors
- Frank Werner
- Larysa Burtseva
- Yuri Sotskov
- Editor
- MDPI
- Location
- Basel
- Date
- 2018
- Language
- English
- License
- CC BY 4.0
- ISBN
- 978-3-03897-120-7
- Size
- 17.0 x 24.4 cm
- Pages
- 212
- Keywords
- Scheduling Problems in Logistics, Transport, Timetabling, Sports, Healthcare, Engineering, Energy Management
- Categories
- Informatik
- Technik