Table 3

Propensity score match

Panel A: Summary statistics after matching
VariablesHDigital (N = 8972)LDigital (N = 8972)Mean diffMedian diff
MeanMedianMeanMedian
Size22.21122.04222.21322.051−0.002−0.008
Leverage0.4210.4150.4220.410−0.0010.005
ROA0.0520.0460.0530.043−0.0010.003
CFO0.0460.0470.0460.0440.0010.002
TFP14.59014.41014.59114.372−0.0010.039
Employee7.7887.7397.7927.712−0.0040.027
Age2.9042.9442.9052.9440.0000.000
BSize2.2852.3032.2822.3030.0030.000
IndR0.3840.3640.3840.3640.0000.000
SH10.3420.3210.3430.319−0.0010.002
SOE0.3250.0000.3270.000−0.0020.000
HHI0.0470.0370.0470.0370.0000.000
Panel B: Regression result
CU
(1)(2)
DigitalW1.669* 
(1.83) 
DigitalS 0.125**
 (2.24)
Size−0.094***−0.094***
(−5.83)(−5.86)
Leverage0.261***0.261***
(6.91)(6.90)
ROA0.786***0.786***
(14.12)(14.12)
CFO0.462***0.462***
(9.04)(9.05)
TFP0.083***0.083***
(10.98)(10.96)
Employee−0.002−0.002
(−0.15)(−0.16)
Age0.185***0.184***
(2.95)(2.92)
BSize0.0120.011
(0.80)(0.78)
IndR0.0120.012
(0.31)(0.32)
SH10.0180.018
(0.27)(0.27)
SOE0.0100.010
(0.36)(0.37)
HHI−0.176***−0.176***
(−2.69)(−2.68)
Constant0.997***1.009***
(3.21)(3.25)
Firm FEsYesYes
Year FEsYesYes
N17,94417,944
Adj. R20.7900.790

Note(s): This table presents the regression results of capacity utilization on enterprise digital development using a PSM sample. Panel A reports the summary statistics of the main variables after matching. Panel B presents the regression results of capacity utilization on enterprise digital development using a PSM sample. The dependent variable is capacity utilization (CU). The key independent variables are enterprise digital development proxies, DigitalW and DigitalS. Control variables include Size, Leverage, ROA, CFO, TFP, Employee, Age, BSize, IndR, SH1, SOE and HHI. Variable definitions are presented in  Appendix 2. Continuous variables are winsorized at the 1and 99% levels. Standard errors are all heteroscedastic, robust and clustered at the firm level. ∗, ∗∗ and ∗∗∗ indicate statistical significance at the 10, 5 and 1% levels, respectively, using a two-tailed t-test

Source(s): Authors’ own work

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