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2011 5 Vol. 14, No. 2, May 2011
http://cmr.ba.ouhk.edu.hk
1
0.670.600.560.54 0.53
______________________________________
2
Tallman & Wang
(1994)
(Spencer & Spencer, 993)
(Spencer & Spencer, 1993; Parry, 1998 )
(Cooper,
2000; Spencer & Spencer, 1993)
(Tao et al., 2006)
(Lado & Wilson, 1994; Tao
et al., 2006)
3
2000
(Feng & Wang, 2000; Chen & Ting, 2002)
(Wu, 2002; Chen & Ting, 2002)GRA
e.g. Feng & Wang, 2000; Ho
& Wu, 2006; Chang, 2006; Ho, 2006
e.g. Chen & Ting, 2002 )e.g.
Chang et al., 2000
GRA
GRA
(Mirabile, 1997)
(Boyatzis,
1982)
(Dianasari, 2001)
(Dalton, 1997)
(Wu & Lee, 2007)
4
(Robbins, 1994)
(Bateman & Snell, 1998)
Drucker (1988)
(Miborrow, 1988); Constable (1988)
Management Charter Initiative (MCI)
Spencer &
Spencer (1993)
(1) (
)(2) ()(3)
()(4) (
)(5) ()
5
Grey SystemDeng, 19821982
2003
Deng,
1989 (GRA) 1979 (Deng,
1982)
(Wu, 2002; Chen & Ting, 2002)
GRA
GRA
6
18 101
Likert
50 48 44 88%
Cronbach
Cronbach
Nunnally (1978) Alpha 0.7
0.7
1
(Cooper & Schindler, 1998)
( 25) ( 25)
t
(P
7
6
160 130 124 77.5%
(Construct Validity)
(Principal
components analysis) (factor-loading)
0.4; (varimax)
62.864 %
2
47
3
GRA
1
Alpha
0.8915 3 9
0.8336 1 6
0.9372 0 13
0.8521 4 5
0.9354 0 14
8
2
19.785 46.011% 46.011%
2.166 5.037% 51.048%
1.855 4.314% 55.362%
1.629 3.787% 59.149%
1.598 3.715% 62.864%
3
Alpha
1 4.2742 0.447 0.9157
2 4.2566 0.4784 0.9210
3 4.189 0.4582 0.8765
4 4.2369 0.4588 0.9050
5 4.2222 0.4551 0.9021
4.2417 0.4648 0.9722
2000
1515
Wu, 2002
2005
Step1. DA0Ai
A0 = (01 x , 0 2 x ,, j x0 ,,
9
n x0)jj = 1, 2, , nAi
Ai = (xi1 , xi2 ,xij ,, xin)i = 1, 2, , m
Step2. D
(1) Xnxijxij*
j j
(2) xob(j)
xob(j)
(3)
*ojx
Step3. 0ij0ij
Step4. (Grey Relational Coefficient) 0ij
(Distinguished Coefficient)
Step5. (Grey Relational Grade) 0i
0i
10
w j
Step6. (Grey Relational Ordinal)
101
GRG 0.670.600.560.54 0.53
A. :
(1)
GRG 0.750.71 0.69
,
(2)
GRG 0.700.670.65 0.54
11
;
;
(3) GRG
0.650.640.63 0.51
(4) GRG
0.870.830.81 0.64
(:)
(5) GRG
0.840.70 0.53
;
,,
12
B.
1.
2. (1999)
()
3.
;
13
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