Optimizing Student Team and Job Assignments for the Holy Family Academy

Published Online:https://doi.org/10.1287/inte.2016.0868

References

  • Armacost AP, Lowe JK (2005) Decision support for the career field selection process at the US Air Force Academy. Eur. J. Oper. Res. 160(3):839–850.CrossrefGoogle Scholar
  • Bacon DR, Stewart KA, Anderson ES (2001) Methods of assigning players to teams: A review and novel approach. Simulation Gaming 32(1):6–17.CrossrefGoogle Scholar
  • Baker KR, Powell SG (2002) Methods for assigning students to groups: A study of alternative objective functions. J. Oper. Res. Soc. 53(4):397–404.CrossrefGoogle Scholar
  • Bastian ND, Boguchwal L, Langhans Z, Evans D (2015a) A multi-criteria, network analytic approach to war game participant selection. J. Defense Modeling Simulation 13(2):183–194.CrossrefGoogle Scholar
  • Bastian ND, McMurry P, Fulton LV, Griffin PM, Cui S, Hanson T, Srinivas S (2015b) The AMEDD uses goal programming to optimize workforce planning decisions. Interfaces 45(4):305–324.LinkGoogle Scholar
  • Bodin L, Panken A (2003) High tech for a higher authority: The placement of graduating rabbis from Hebrew Union College–Jewish Institute of Religion. Interfaces 33(3):1–11.LinkGoogle Scholar
  • Bres ES, Burns D, Charnes A, Cooper WW (1980) A goal programming model for planning officer accessions. Management Sci. 26(8):773–783.LinkGoogle Scholar
  • Brickell JL, Porter DB, Reynolds MF, Cosgrave RD (1994) Assigning students to groups for engineering design projects: A comparison of five methods. J. Engrg. Ed. 83(3):259–262.CrossrefGoogle Scholar
  • Cashbaugh D, Hall A, Kwinn M, Sriver T, Womer N (2007) Manpower and personnel. Rainey L, Loerch A, eds. Methods for Conducting Military Operational Analysis (Military Operations Research Society, Alexandria, VA), Chap. 13.Google Scholar
  • Clarke L (2004) Embedding CPLEX using ILOG Concert technology. CPLEX, IBM, New York.Google Scholar
  • Corbett J (1995) Military manpower planning: Optimization modeling for the Army officer accession/branch detail program. Unpublished master’s thesis, Defense Technical Information Center, Naval Postgraduate School, Monterey, CA.Google Scholar
  • Gass S (1991) Military manpower planning models. Comput. Oper. Res. 18(1):65–73.CrossrefGoogle Scholar
  • Gass SI, Collins RW, Meinhardt CW, Lemon DM, Gillette MD (1988) The Army manpower long-range planning system. Oper. Res. 36(1):5–17.LinkGoogle Scholar
  • Hall A, Fu M (2015) Optimal Army officer force profiles. Optim. Lett. 9(8):1769–1785.CrossrefGoogle Scholar
  • Henry T, Ravindran A (2005) A goal programming application for Army officer accession planning. INFOR 43(2):111–120.Google Scholar
  • Mason A, Dunning I (2010) Opensolver: Open source optimization for excel. Ehrgott M, Mason A, eds. Proc. 45th Ann. Conf. ORSNZ (Operational Research Society of New Zealand, Auckland), 181–190.Google Scholar
  • Muller TE (1989) Assigning students to groups for class projects: An exploratory test of two methods. Decision Sci. 20(3):623–634.CrossrefGoogle Scholar
  • Ravindran AR, Warsing Jr DP (2013) Supply Chain Engineering: Models and Applications (CRC Press, New York).Google Scholar
  • Reeves GR, Hickman EP (1992) Assigning MBA students to field study project teams: A multicriteria approach. Interfaces 22(5):52–58.LinkGoogle Scholar
  • Seal HL (1945) The mathematics of a population composed of k stationary strata each recruited from the stratum below and supported at the lowest level by a uniform number of annual entrants. Biometrika 33(3):226–230.CrossrefGoogle Scholar
  • Shrimpton D, Newman AM (2005) The US Army uses a network optimization model to designate career fields for officers. Interfaces 35(3):230–237.LinkGoogle Scholar
  • Silverman J, Steuer R, Whisman A (1988) A multi-period, multiple criteria optimization system for manpower planning. Eur. J. Oper. Res. 34(2):160–170.CrossrefGoogle Scholar
  • Smith AR, Bartholomew DJ (1988) Manpower planning in the United Kingdom: An historical review. J. Oper. Res. Soc. 39(3):235–248.CrossrefGoogle Scholar
  • Teter MD, Newman AM, Weiss M (2015) Consistent notation for presenting complex optimization models in technical writing. Surveys Oper. Res. Management Sci. 21(1):1–17.Google Scholar
  • Vajda S (1947) The stratified semi-stationary population. Biometrika 34(3–4):243–254.CrossrefGoogle Scholar
  • Vajda S (1978) Mathematics of Manpower Planning (John Wiley & Sons, New York).Google Scholar
  • Weigel H, Wilcox S (1993) The Army’s personnel decision support system. Decision Support Systems 9(3):281–306.CrossrefGoogle Scholar
  • Weitz RR, Jelassi MT (1992) Assigning students to groups: A multi-criteria decision support system approach. Decision Sci. 23(3):746–757.CrossrefGoogle Scholar
  • Yamada W (2000) An infinite horizon Army manpower planning model. Unpublished master’s thesis, Defense Technical Information Center, Naval Postgraduate School, Monterey, CA.Google Scholar
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