RAPHAEL [10] PETERAF [11] [12] TALLMAN [5] ; ( ) ; ( ) [8] [3] [4] [9] ; 8 2 ; 2.1 ( 1) [13] ; 1783

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1 ChineseJournalofManagement Vol.8No.12 Dec.2011 ( ) : 8 ; : ; :C93;F276.7 :A : X(2011) AnEmpiricalStudyonInternationalCapabilityBuildingand ItsImpactontheStrategiesofChineseBanks WU Xiaoyun WU Huamin (NankaiUniversityTianjinChina) Abstract:Thispaperstudieshowtheinternationalcapabilitiesafecttheinternationalstrategies ofchinesebanksandthefactorsthatinfluencethecapabilitybuildingintheinternationalexpansion. Usingtimeseriesdataof8Chinesebanksthispaperempiricalyteststheconceptualmodelproposed byanonparametrictechnologyintheprocessofinternationalcapability measurement.theresults showthattheinternationalcapabilitiesofchinesebanksmakeapositiveimpactontheinternational strategieswhiletheorganizationallearningalsopositivelyinfluencestheinternationalcapabilitiesof Chinesebanks.Moreovertheinternationalexperiencecontributesalottotheinternationalstrate gies.finalythetheoreticalproposalsareprovidedforinternationaldevelopmentofchinesebanks. Keywords:internationalcapability;internationalstrategy;bankingsector 1 3 ; FDI [12] [34] ; [5] ; [6] [7] : : ( ) 1782

2 RAPHAEL [10] PETERAF [11] [12] TALLMAN [5] ; ( ) ; ( ) [8] [3] [4] [9] ; 8 2 ; 2.1 ( 1) [13] ; 1783

3 ( 1) 2 1 ; ; ; ;; ; ; LEVITT [9] ;HSU [17] [1415] ; 2 ; [15] ; 3 [14] ; 2 ( ) [18] DIERICKX [16] [19] 1784

4 [1] [21] [22] 2 : [23] [20] [4] TALLMAN [5] ; : 3 : [24] [25] [6] ; [26] 2 1 [3] [242728] [17] [3] [17]

5 [29] [30] [17] : 4 5 DUTTA [30] 3 MCGRATH [31] DUTTA [30] ( ) ( ) [10] DUTTA : [30] (SFE) 6 DUTTA [30] 3 : ~ ; ; BCC(VRS) : 1 minθ n 8 烄 X jλj θxk j=1 n Y jλj Yk s.t. VRS j=1 (1) 烅 2 n λj =1 j=1 烆 λj 0 j=12 n 1 : 2002~2009 ; ; : 1786

6 X j j ;Y j 3 [35] j ;X k Y k [736] k ;n θ 0<θ 1 θ=1 (1) n JEFFREY [36] ( ) 1 ; ( : ) ( :) ( : ) :1 [32] 4 2 [1] DEAP2.1 (1) θ 0 1 [38] 2004~ MAGNUS SON [33] [9] [37] [1] 5 [39] 1 (2002~2009) :1 [34] ( %) ; ( ) : 95% 30%~50% 1787

7 DW 8 TSENG [1] 6 TSENG [1] [40] Y1 =Y1 槡 2 1-ρ Xj1 = X j1 槡 2 1-ρ (j=12 k) (2) 4 1 ;Y 1 X j ; ρ 2 pearson % % : p <0.05 p <0.01 ( ) ( ) 4 1 ( 3) 1 (TOL) (VIF) (CI) 2 3 TOL>0.1VIF <10CI< 30> F (F = R AdjR ΔR F : p< Y 1 X j1 8 1 TOL VIF p <0.01) ( β = 0.537p < 0.01) F R 2 AdjR

8 5 5.1 :1 2 3 F (F= p<0.001)r 2 AdjR ΔR ( β = 0.432p<0.05) ( ) ( β =0.282p<0.05) 3 ( β = ; 0.419p<0.05) :1 4F (F= p<0.001) 3 4ΔR

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