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Table 6 Use of a Two-stage Procedure to Control for Potential Endogeneity

From: ROE as a performance measure in performance-vested stock option contracts in China

Panel A: Full sample

 

Coeff.

p value

Intercept

7.92

<0.01

DILUTION

−0.44

0.87

ROE

−0.49

0.86

ROE*DILUTION

0.14

0.96

DEVIATION

2.50

0.02

MB

−0.07

0.51

RET

0.56

0.01

ROA

−0.11

0.97

ISSUESIZE

7.59

0.01

POTSHR

−0.07

0.94

FCF

13.19

<0.01

SOE

−0.36

0.40

Year Effect

YES

Industry Effect

YES

Pseudo R2

0.478

N

214

Panel B: Firms with a high level of access to bank loans

 

Coeff.

p value

Intercept

25.27

<0.01

DILUTION

−24.37

<0.01

ROE

−21.81

0.01

ROE*DILUTION

26.89

<0.01

DEVIATION

0.03

0.99

MB

0.09

0.69

RET

0.28

0.21

ROA

−1.34

0.77

ISSUESIZE

19.55

<0.01

POTSHR

1.69

0.37

FCF

24.21

<0.01

SOE

−0.97

0.21

Year Effect

YES

Industry Effect

YES

Pseudo R2

0.650

N

107

Panel C: Firms with a low level of access to bank loans

 

Coeff.

p value

Intercept

9.09

<0.01

DILUTION

−1.74

0.57

ROE

1.02

0.76

ROE*DILUTION

1.08

0.78

DEVIATION

3.95

0.11

MB

0.24

0.26

RET

1.15

0.01

ROA

−19.48

0.08

ISSUESIZE

−1.92

0.70

POTSHR

−0.37

0.80

FCF

14.37

<0.01

SOE

0.00

1.00

Year Effect

YES

Industry Effect

YES

Pseudo R2

0.637

N

107

  1. This table presents estimation results from our main model-model (1) after controlling for potential endogeneity, where the dependent variable is DEBTFINANCING. We obtain the predicted value of ROE from a probit estimation (Table 5); the second stage probit regression is estimated using this predicted value of ROE. p values are based on two-tailed tests