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Journal of Education for Business
ISSN: 0883-2323 (Print) 1940-3356 (Online) Journal homepage: http://www.tandfonline.com/loi/vjeb20
An Efficiency Comparison of MBA Programs: Top
10 Versus Non-Top 10
Maxwell K. Hsu , Marcia L. James & Gary H. Chao
To cite this article: Maxwell K. Hsu , Marcia L. James & Gary H. Chao (2009) An Efficiency Comparison of MBA Programs: Top 10 Versus Non-Top 10, Journal of Education for Business, 84:5, 269-274, DOI: 10.3200/JOEB.84.5.269-274
To link to this article: http://dx.doi.org/10.3200/JOEB.84.5.269-274
Published online: 07 Aug 2010.
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he average total cost of attend-ing a top-10 MBA program in the United States is approximately $198,300,versusthenon-top-10coun-terparts’averagetotalcostof$123,700 (Holtom&Inderrieden,2007).Recent findings from the Graduate Manage-mentAdmissionCouncil(GMAC)data showthat“studentswhoattendlower-ranking schools experience a better return on investment than those who attendhigher-rankingschools”(Holtom & Inderrieden, p. 36). To review this striking finding from another angle, thepresentstudycomparesthecohort groupoftop-10MBAprogramsinthe UnitedStateswiththeirlower-ranking counterpartsonthebasisoftheirvalue-addedefficiency.
Print media such asBusiness Week, FinancialTimes(“FinancialTimes pub-lishes 2006 global MBA rankings,” 2006),theWallStreetJournal,the Econ-omist, andU.S. News & World Report (“Schools of Business,” 2006) all pro-videtheirownversionsoftheB-school rankings. Hiring competent instructors, maintainingsmallerclasssizes,andset-ting competitive entrance criteria are ways top MBA programs have used to improvetheirrankings.However,critics pointoutthatmanyMBAprogramsshift thebalanceofpowerfromassessmentof learning outcomes and academic schol-arship to obsession with ranking sta-tus (Association to Advance Collegiate
SchoolsofBusinessInternational,2005; Policano,2005).Itisworsethatbecause of varying ranking methodologies and data-collectionprocesses,theserankings maynotreflecttheoverallperformance and uniqueness of an MBA program. As Tracy and Waldfogel (1997) point-ed out, one serious problem with the aforementionedB-schoolrankingsisthat theydonotdifferentiateprograminputs from outputs. Thus, we believe that in conjunctionwiththepublishedB-school rankings,findingsfromthepresentstudy could help the MBA program adminis-tratorsandapplicantsconfidentlyobtain a more comprehensive guideline when theyassesstopU.S.MBAprograms.
Why do students enroll in an MBA program? Bickerstaffe and Ridgers (2007) identified the following four factors: new career opportunities, personal development and educational experience, increased salary, and networking. However, if the absolute values of those factors are focused on, MBAapplicantsmayfallintoatrapsuch as a blind trust in B-school rankings. Top MBA programs can recruit the best students who are more likely to outperformstudentsfromtheotherMBA programs. This does not necessarily meanthatthetopMBAprogramshave done their best to train their students. To better gauge an MBA program’s performance, researchers should resort totheefficiencymeasurement.
AnEfficiencyComparisonofMBA
Programs:Top10VersusNon-Top10
MAXWELLK.HSU MARCIAL.JAMES
UNIVERSITYOFWISCONSIN–WHITEWATER UNIVERSITYOFWISCONSIN–WHITEWATER
WHITEWATER,WISCONSIN WHITEWATER,WISCONSIN
GARYH.CHAO
KUTZTOWNUNIVERSITY KUTZTOWN,PENNSYLVANIA
T
ABSTRACT.Theauthorscomparedthe cohortgroupofthetop-10MBAprograms intheUnitedStateswiththeirlower-rank- ingcounterpartsontheirvalue-addedeffi-ciency.Thefindingsrevealthatthetop-10 MBAprogramsintheUnitedStatesare associatedwithstatisticallyhigheraverage
technicalandscaleefficiencyandscale efficiency,butnotwithastatisticallyhigher averagepuretechnicalefficiency .Bycalcu-latingtheefficiencymeasures,theproper decisionvariablesoftheMBAprograms canbeidentifiedandimprovementstotheir efficiencycanbemade.Inaddition,the findingscanassistprospectivestudentsin selectingthebestMBAprogramsfortheir educationalinvestment.
Keywords:DEA,efficiencyscores, MBAranking
Copyright©2009HeldrefPublications
How can a program improve its efficiency? One way is to reduce its inputs while improving its outputs. Should a program minimize all inputs and maximize all outputs? Not neces-sarily. A program may only need to improve its efficiency by focusing on somevariablesratherthanallofthem. Specifically, the boundary constraints that correspond to the input or output variables for each MBA program can be identified. This information offers valuableguidelinesforeachMBApro-gramtoenhanceitsefficiency.
The purpose of the present article is threefold:first,toidentifylessefficient MBAprogramsusingthedataenvelop-mentanalysis(DEA)technique;second, to fill the gap of the current literature in examining whether differences in efficiency exist among the often more expensive top-10 U.S. MBA programs and other non-top-10 U.S. MBA pro-grams;andthird,tohelpMBAprogram administrators identify sources of rela-tiveinefficiencysothattheycanimprove their programs’ value-added efficiency. Asaresult,thisproposedmethodoffers MBA program administrators a useful meanswhentheydevelopstrategicplans to achieve market competitiveness. In addition,thefindingscanofferprospec-tive MBA students another venue to evaluate MBA programs before they submittheirapplications.
LiteratureReview
Intheeducationliterature,anumber ofresearchstudieshaveinvestigatedthe relative efficiency of various decision-making units (DMUs) at the adminis-trativelevels(Ahn,Charnes,&Cooper, 1988; Chen, 1997; Haksever & Mura-gishi,1998;McMillan&Datta,1998). Bradley, Jones, and Millington (2001) usedDEAtoevaluatetheefficiencyof allsecondaryschoolsinEnglandduring 1993–1998. Mizala, Romaguera, and Farren (2002) used the stochastic pro-duction frontier method to assess the technicalefficiencyofschoolsinChile, butitisworthytonotethatthestochas-ticproductionfrontiermethodcanonly dealwithsingleoutputs(Aigner,Lovell, & Schmidt, 1977). Recently, Gimenez, Prior,andThieme(2007)exploitedthe DEA method to analyze the technical
and managerial efficiency of education systemsacross31countries.
Focusing on the U.S. MBA educa-tion, Haksever and Muragishi (1998) used DEA to measure value added in an MBA program, and they found that the top-20 MBA programs do not necessarily outperform the second-20 MBA programs. Colbert, Levary, and Shaner (2000) used DEA to determine therelativeefficiencyof24top-ranked U.S. MBA programs, and they argued that the ranking of MBA programs on the basis of DEA would “more com-pletely and accurately represent MBA programs” than the publicized rank-ing of MBA programs by well-known magazines such asBusiness Week (p. 668). Colbert et al. also extended their study to include foreign MBA pro-grams. Using 7 top MBA programs in theUnitedStatesand3renownedMBA programs outside the United States, Colbertetal.foundonly1ofthetop-10 MBAprograms(i.e.,ColumbiaUniver-sity) to be relatively inefficient. More recently,FisherandKiang(2007)evalu-ated the U.S. MBA programs with a value-added approach. They compared the DEA efficiency rankings with the BusinessWeekandU.S.News&World Report (“Schools of Business,” 2006) rankingsanddiscussedthediscrepancy found between them. However, Fisher and Kiang’s study did not identify the sourceofinefficiencyrelatedtotheless efficientMBAprograms.
Given that the recent GMAC find-ing(Holton&Inderrieden,2007)draws new attention to differences between the top-10 U.S. MBA programs and the non-top-10 U.S. MBA programs, it is time to revisit the MBA rank-ingissuebycomparingthevalue-added efficiency between these two cohort groupsusingtheDEAtechnique.Sub-sequently, proper decision variables of theMBAprogramscouldbeidentified, andimprovementscanbemade. METHOD
General
DEA referstoanoptimizationmeth-odoflinearprogrammingtogeneralize Farrell’s(1957)single-inputandsingle-output technical efficiency measure to a more complicated case in which a
singleefficiencyscorecanbecalculated asaresultofmultipleinputsandoutputs relatedtotheDMUs.DMUsoftenrefer tounitsoforganizationssuchasbanks, postoffices,nursinghomes,courts,and MBA programs, which typically per-formthesamefunctionandtrytoattract the same type of customers or clients. ADMUcommonlyusesasetofinputs (e.g., labor, capital) to produce a set of outputs (e.g., products, profits) to satisfy the needs of its customers.The DEAmethodwasoriginallydeveloped byCharnes,Cooper,andRhodes(1978) with aconstant return to scale (refers to the situation in which the propor-tionaloutputchangesaresubjecttothe sameproportionalinputchanges),andit waslateradvancedbyBanker,Charnes, and Cooper (1984) to include a vari-ablereturntoscale(referstoallowing each DMU to maximize its level of efficiency without subjecting the pro-portional output changes to the same proportionalinputchanges).Asacredit totheirdevelopers,thetwofundamental DEA models are known asCCR and BCC.TheCCRandBCCformulasare providedbelow:
CCRModel
Max Subject to
Θ Subject to
π ith input consumed and the amount of therthoutputgeneratedbythejthMBA program.Inaddition,misthenumberof
inputvariables,whereassisthenumber of output variables,λj is the weight of variables,andn isthenumberofobser-vations(n=58inthepresentstudy).Θ andπaretheefficiencyresultsofMBA programsunderinvestigationfromCCR andBCCmodels,respectively.
DEAhasbecomeincreasinglyimpor- tantasamanagerialtool,andnewappli-cations with more variables and more complex models are being developed. Nonetheless,themainadvantageofthe DEA technique remains the same; it allowsseveralinputsandoutputstobe consideredsimultaneouslytodetermine the relative performance of a specific DMUtothatofitspeers.
In DEA estimation, any input use greaterthantheoptimalamountiscon-sidered unnecessary, and such a DMU would be classified as inefficient. For all DMUs, overalltechnical and scale efficiency (TSE) refers to the extent to which a specific unit achieves the best overall productivity attainable in the most efficient manner (Banker et al., 1984),anditcanbefurtherdecomposed into pure technical efficiency (PTE) and scale efficiency (SE). In the con-text of MBA programs,PTE refers to how efficiently MBA programs use the employedresourcessuchastheaverage GPA,theaverageGMATscore,tuition, andtheenrolledMBAstudents’average salary before entering the MBA pro-gram. Alternatively, SE represents how productivethescalesizeis.Itistheratio ofTSEfromtheconstantreturntoscale toPTEfromthevariable-return-to-scale constraint. All efficiency indexes range from0to1,andtheupperlimitmeans thattheDMUoperatesmoreefficiently thanitspeers.Afterdeterminingtheeffi- ciencymeasurementfromDEA,theeffi- ciencyscoresofthemoreexpensivetop-10 U.S. MBA programs and their less expensive non-top-10 counterparts are compared using a nonparametric Kol-mogorov-SmirnovZtest.BecauseDEA does not have any planned functional formrelatinginputstooutputs,itwould bemoreappropriatetoexaminethepro-posed hypothesis with a nonparametric methodinthepresentstudythantousea parametricmeasuresuchasattest.
MBA programs can be compared solely on their performance (i.e., the output factors in this study), and it
is possible to use a simple approach to determine which MBA programs helped their students acquire a higher salary. However, as we have discussed previously, this simple approach does not shed light on the other part of the equation (i.e., the input factors). After all,topbusinessschoolsthatadmitstu-dentswithhighGPAandGMATscores are more likely to generate successful graduates. Thus, we contend that the best-performing MBA program should betheonethatcanoutperformitspeers with the same level of inputs. In other words, the MBA programs should be examinedintermsoftheirvalue-added efficiency, a relative index resulting fromthecomparisonoftheinputswith theoutputs.Thehighestefficiencyscore that a DMU (i.e., an MBA program in the present study) can possibly obtain is 1, which means the MBA program being compared outperforms its peers andcanbeconsideredasahighervalue-addedprogram.
Variables
The major function of MBA pro- gramscanbeviewedasalearninginter-mediaryinstitutionthatbridgesorlinks MBA students to their future dream careers.Suchaviewpointcanreflectthe relativevalue-addedefficiencyofMBA programs in the increasingly competi-tivehighereducationenvironment.The inputsrelatedtoMBAprograms’major production sources include (a) aver-age undergraduate GPA, (b) averaver-age GMAT score, (c) out-of-state tuition and fees, and (d) salary before enter-ing the MBA program. We selected these variables as they were perceived tobewhatthetypicalMBAapplicants wouldcaremostabout.Theeffectofthe program’sgenderdivisionanddiversity factorsmaynotbeperceivedasimpor-tant to an MBA applicant because not manyhumanresourcesmanagerswould consider these as key hiring variables. The business schools can identify the unique characteristics of the incoming students and determine how to satis-fy the students’ expectations that can becometheoutput.Inthepresentstudy, outcomes of MBA programs are mea-suredby(a)averagestartingsalaryand bonusimmediatelyaftergraduation,(b)
employmentrate3monthsafterobtain-ing the MBA, and (c) aims-achieved ratio.Datarelatedtotheinputsandout-putsareavailablefromthe2006issues ofU.S.News&WorldReport(“Schools of Business,” 2006) and Financial Times(“FinancialTimespublishes2006 globalMBArankings,”2006).Onlythe MBAprogramswithacompletesetof selected input and output factors were incorporated into the analysis; there-fore,58programswereused.
Onenotablelimitationofthepresent studyconcernsthedatausedforanaly-sis. Though several additional factors (e.g.,industries,extracurriculumactivi-ties, professional licenses, national or international competition experiences) may influence the value-added effi-ciency of the MBA program, they are not easily quantifiable and thus were excludedfromthemodel.
RESULTS
The analysis of MBA program effi-ciency includes four input and three output variables. One unique value of the DEA results is its ability to offer a relatively objective benchmark (i.e., efficiency indexes; see Table 1) that can help MBA program administrators recognize the value-added efficiency of their program by comparing it with othercompetingMBAprograms.
Table2shedslightonthemainsourc- esofeachMBAprogram’sinefficiency (tosavespace,theMBAprogramsthat arelocatedontheefficiencyfrontierare not shown in Table 2). If the variable is an output factor, the administrator may want to enhance the performance of that output factor. If the variable is an input factor, the administrator may ease the required standard to a certain degree. For example, the DEA results indicate that the University of California–Irvine could improve its value-added efficiency score by maintaining the same level of outputs while relaxing the input requirements for the average undergraduate GPA or the average salary prior to entering its MBA program for potential students. Notably, it is not suggested that MBA program administrators lower their entrance criteria. Instead, the more appropriate interpretation is that an
MBAprogrammayconsidersettingup a strategic recruiting plan on the basis of factors other than GPA or salary. There are many other criteria to shape theuniquenessoftheprogram,suchas the diversity in work and professional experiences, cultures, and special leadershipskills.
We used the nonparametric Kol-mogorov-SmirnovZtesttodetermineif themeanefficiencymeasuresrelatedto the top-10 MBA programs are statisti-cally higher than those related to the non-top-10 MBA programs. The Kol-mogorov-SmirnovZscoresshowedthat theaverageoverallTSEscoreandaver-ageSEscorerelatedtothetop-10U.S. MBAprogramswerehigherthanthose oftheircounterpartsforthenon-top-10 U.S.MBAprogramsatthe.05signifi-cancelevel(seeTable3).Alternatively, although the average PTE score in the top-10U.S.MBAprogramswashigher than that of the non-top-10 U.S. MBA programs, the one-tailed difference is not statistically significant (p = .125). Thatis,thehypothesisthattop-10U.S. MBAprogramshaveahigherefficiency score including higher TSE, PTE, and SE scores than their non-top-10 coun-terpartswasonlysupportedpartially.
Though the findings of higher mean TSE and SE for the top-10 U.S. MBA programs do offer supportive evidence tothethoughtthatthetop-10U.S.MBA programsoperateinarelativelymoreeffi-cientmannerthanthoseoutsidethetop-10 list,itisworthytonotethatthemeaneffi-ciencyscoredifferencesaresmall.Thus, potential MBA students should conduct a cost and benefit analysis among the competingMBAprogramsandthengive more weight to the programs offering opportunitiestoexcelinaparticulararea of interest (e.g., accounting) rather than basing their application decision solely on published ranking reports or on the present study. This way, future MBA studentscanmaximizethevalueoftheir MBAeducationinvestment.
Conclusionsand Recommendations
Thesedays,“moreandmorebusiness schoolsarefishingforMBAsfromthe same applicant pool. To bring in the best catch, each school must position TABLE1.PureTechnicalEfficiency(PTE),TechnicalandScaleEfficiency
(TSE),andScaleEfficiency(SE)
Rank School PTE TSE SE
1 HarvardUniversity 1.000 1.000 1.000
2 StanfordUniversity 1.000 1.000 1.000
2 UniversityofPennsylvania 1.000 1.000 1.000
4 MassachusettsInstituteofTechnology 1.000 1.000 1.000
4 NorthwesternUniversity 1.000 1.000 1.000
6 DartmouthCollege 1.000 1.000 1.000
6 UniversityofCalifornia,Berkeley 1.000 0.984 0.984
8 UniversityofChicago 1.000 1.000 1.000
9 ColumbiaUniversity 1.000 1.000 1.000
10 UniversityofMichigan,AnnArbor 1.000 0.999 0.999
11 DukeUniversity 0.984 0.980 0.996
11 UniversityofCalifornia,LosAngeles 0.960 0.953 0.993
13 NewYorkUniversity 0.999 0.994 0.994
14 UniversityofVirginia 1.000 1.000 1.000
15 CornellUniversity 1.000 1.000 1.000
15 YaleUniversity 1.000 1.000 1.000
17 CarnegieMellonUniversity 1.000 1.000 1.000
18 EmoryUniversity 0.954 0.947 0.993
18 UniversityofTexasatAustin 0.999 0.956 0.957
18 UniversityofWashington 1.000 1.000 1.000
21 OhioStateUniversity 0.972 0.968 0.996
21 UniversityofNorthCarolinaatChapelHill 0.994 0.972 0.977
23 PurdueUniversity 0.979 0.960 0.981
23 UniversityMinnesota,TwinCities 1.000 1.000 1.000
23 UniversityofRochester 0.980 0.965 0.985
26 UniversityofSouthernCalifornia 0.980 0.961 0.981
27 GeorgetownUniversity 0.995 0.990 0.995
27 IndianaUniversity 1.000 0.996 0.996
27 UniversityofIllinoisatUrbana-Champaign 1.000 1.000 1.000 27 UniversityMaryland,CollegePark 0.977 0.977 1.000
31 ArizonaStateUniversity 0.979 0.970 0.991
32 GeorgiaInstituteofTechnology 0.996 1.000 1.004
32 MichiganStateUniversity 1.000 1.000 1.000
32 TexasA&MUniversity,CollegeStation 1.000 1.000 1.000
32 UniversityofNotreDame 0.978 0.975 0.997
32 WashingtonUniversityinSt.Louis 1.000 0.975 0.975 37 PennsylvaniaStateUniversity,UniversityPark 1.000 1.000 1.000
37 UniversityofIowa 1.000 1.000 1.000
37 UniversityofWisconsin–Madison 0.952 0.907 0.953
40 BrighamYoungUniversity 1.000 1.000 1.000
40 UniversityofArizona 1.000 1.000 1.000
42 UniversityofCalifornia,Davis 0.961 0.934 0.971
42 WakeForestUniversity 1.000 0.993 0.993
45 TulaneUniversity 0.954 0.955 1.001
45 UniversityofGeorgia 1.000 0.976 0.976
45 VanderbiltUniversity 1.000 1.000 1.000
48 BostonUniversity 1.000 1.000 1.000
49 RiceUniversity 1.000 0.985 0.985
49 UniversityofCalifornia,Irvine 0.970 0.944 0.973
51 BabsonCollege 1.000 0.930 0.930
54 BostonCollege 0.993 0.954 0.961
54 SouthernMethodistUniversity 0.991 0.921 0.929
57 UniversityofPittsburgh 1.000 0.985 0.985
58 CaseWesternReserveUniversity 1.000 0.965 0.965
60 TempleUniversity 1.000 0.945 0.945
62 GeorgeWashingtonUniversity 1.000 0.965 0.965 68 UniversityofSouthCarolina 1.000 0.975 0.975 83 UniversityofArkansasatFayetteville 1.000 1.000 1.000
Note.Analysisuseddatafrom“SchoolsofBusiness”(2006).OnlytheMBAprogramswitha completesetofselectedinputandoutputfactorsareincorporatedintotheanalysis.
itsboatcarefully,castabroadnet,and offer more tempting bait on its hook” (Zupan, 2005, p. 34). That is, deans andMBAprogramadministratorsneed to communicate effectively about how their MBA programs differ from other MBA programs. Without information relatedtoobjectiveefficiencymeasures, theexistingrankreportsfromthemedia couldnothelpMBAprogramadminis- tratorsmakethemostappropriatestra-tegicdecisions.Theworst-casescenario is that it could take years for an MBA programtorecoverfromstrategicmis-takes made because of reallocating its limitedresourcessolelyonthebasisof competitiveness-rankingreports.
The findings indicate that an MBA programwithahighlycompetitiverat-ing tends to correspond to statistically higherTSEandSE.ForMBAprogram administrators,therearemanypotential ways to enhance program efficiency. Onthebasisofthefindingsofthepres-entstudy,theaveragestartingsalaryis oneofthemostimportantoutputcrite-riaforMBAprogramadministratorsto improve their programs’ value-added efficiency.Alternatively,thevariableof employmentrate3monthsaftergradu-ation may not be as essential for the top MBA programs. Each school can betterpositionitselfafterassessingthe sourceofitsinefficiencyandtheunique features of its program (see Table 2). MBA program administrators outside thetop-10listmaywanttospendmore time in building strong relations with promising global firms that hire and paytheirMBAgraduateshigherstarting salariesandbonuses.Perhapsoneofthe best strategies for all MBA programs is to pursue the blue ocean strategy, in which MBA program administra-torsstrategicallydeterminewhatmakes their programs special in the minds of thepotentialMBAstudentsandthehir-ing firms. For example, Simon School promotes its full-time MBA program “ineconomicsandanalysis,itsposition asoneofthesmallestandmostperson-alizedprogramsinthetoptier,itshigh percentageofstudentsfromabroad,and its specializations in technology and healthcare”(Zupan,2005,p.39).
The present study focused on the elite U.S. MBA programs identified by U.S.News&WorldReport(“Schoolsof
Business,” 2006) andFinancial Times (“FinancialTimespublishes2006global MBArankings,”2006).Usingthesame methoddiscussedinthepresentarticle, theEuropeanMBAprogramadministra-tors may assess their programs’ value-added efficiency. In addition, a trend analysisthatexaminesyear-to-yearvari-ances should be considered in future researchefforts.Itisnoteworthythatthe DEA efficiency rankings and existing rankingsfromthemediashouldcomple- menteachotherratherthanactasasub-stitute.Insteadofreplacingtheexisting
rankingswiththeefficiencyrankings,B-schooladministratorsshouldemphasize that the best MBA programs are those that can help MBA students develop theircareer.Twoinformativeindicators would be a higher salary after gradua-tionandawidersalarygapbetweenpre- and post-MBA education. However, given the growing international student population in the U.S. MBA programs, B-schooladministratorsandresearchers may want to use a purchasing-power parity-weightednumbertofactorinthe possibleinfluenceofaweak-U.S.-dollar employment with a similar opportunity in a country with a stronger or weaker TABLE2.InputandOutputVariablesforImprovingMBAProgram
Efficiency
Input Output
Rank School State 1 2 3 4 A B C
6 UniversityofCalifornia,Berkeley CA X X X X X 10 UniversityofMichigan,AnnArbor MI X X X X X
11 DukeUniversity NC X X X X X
11 UniversityofCalifornia,LosAngeles CA X X X X
13 NewYorkUniversity NY X X X X
18 EmoryUniversity GA X X X X X X
18 UniversityofTexasatAustin TX X X X X
18 UniversityofWashington WA X X X X X X X
21 OhioStateUniversity OH X X X X X
21 UniversityofNorthCarolinaatChapelHill NC X X X X
23 PurdueUniversity IN X X X X
23 UniversityofRochester NY X X X X
26 UniversityofSouthernCalifornia CA X X X X
27 GeorgetownUniversity DC X X X X
27 IndianaUniversity IN X X X X X X
27 UniversityofMaryland,CollegePark MD X X X X X X
31 ArizonaStateUniversity AZ X X X X X X
32 GeorgiaInstituteofTechnology GA X X X X
32 UniversityofNotreDame IN X X X X X
32 WashingtonUniversityinSt.Louis MO X X X 37 UniversityofWisconsin–Madison WI X X X X 42 UniversityofCalifornia,Davis CA X X X
42 WakeForestUniversity NC X X X X X X
45 TulaneUniversity LA X X X X X
45 UniversityofGeorgia GA X X X X X
49 RiceUniversity TX X X X X X X
49 UniversityofCalifornia,Irvine CA X X
51 BabsonCollege MA X X X X X X
54 BostonCollege MA X X X X
54 SouthernMethodistUniversity TX X X X
57 UniversityofPittsburgh PA X X X X X
58 CaseWesternReserveUniversity OH X X X X X
60 TempleUniversity PA X X X X
62 GeorgeWashingtonUniversity DC X X X X X X 68 UniversityofSouthCarolina SC X X X X
Note.Input1=averageundergraduateGPA;Input2=averageGMATscore;Input3=out-of-statetuition andfees;Input4=averagesalarybeforeenteringMBAprograms;OutputA=averagestartingsalary andbonus;OutputB=theemploymentrate3monthsaftergraduation;OutputC=theaimsachieved ratio.XdenotesthatthecorrespondingvariableisaboundingconstraintinA.Charnes,W.Cooper,and E.Rhodes’s(1978;CCR)andR.Banker,A.Charnes,andW.Cooper’s(1984;BCC)models.
currency. Further studies are needed to find ways and means to help MBA programadministratorsidentifyamore desired input–output mix and further improvethisbenchmarkprocess.
NOTES
Maxwell K. Hsu thanks the University of Wisconsin–Whitewater’s College of Business & Economics for a research award that led to the completionofthisarticle.
Maxwell K. Hsuis an associate professor of marketingintheCollegeofBusiness&Econom-ics at the University of Wisconsin–Whitewater. He has published two dozen refereed articles in scholarlyjournalssuchasAppliedEconomicsLet-ters,Information & Management,International Journal of Advertising,Journal of Academy of MarketingScience,JournalofInternationalMar-keting,andJournalofServicesMarketing.
GaryH.Chaoisanassociateprofessorinthe department of management at Kutztown Univer-sity. His research interests include supply chain management, the decision-making process, and performanceevaluations.
MarciaL.Jamesisaprofessorofinformation technology and business education in the Col-legeofBusiness&EconomicsattheUniversity ofWisconsin–Whitewater. She teaches business and professional communication in the MBA program and publishes in the areas of gender communication,corporatepropaganda,andcor-poratesocial-networking.
Correspondence concerning this article should be addressed to Marcia L. James, 800 W. Main Street,Whitewater,WI53190,USA.
E-mail:jamesm@uww.edu
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