Table 7

Return on loans

 ROL
 Equally weightedValue weightedValue weightedDifference (2)-(1)Equally weightedValue weighted
 (1)(2)(3)(4)(5)(6)
Branch level−0.007***−0.010***−0.006***−0.003**
 (0.002)(0.002)(0.002)[0.011]
|${\rm Before}^{-2}$|−0.001−0.000
 (0.003)(0.003)
|${\rm Before}^{0}$|−0.007**−0.010***
 (0.003)(0.003)
|${\rm After}^{2}$|−0.003−0.010***
 (0.003)(0.002)
|${\rm After}^{4+}$|−0.008***−0.012***
 (0.003)(0.002)
Observations54,07954,07954,07954,07954,079
Adj-|$R^{2}$|0.1550.1360.2070.1550.136
Branch FEs Y Y Y Y Y
Quarter FEs Y Y N Y Y
Quarter-district FEs N N Y N N
 ROL
 Equally weightedValue weightedValue weightedDifference (2)-(1)Equally weightedValue weighted
 (1)(2)(3)(4)(5)(6)
Branch level−0.007***−0.010***−0.006***−0.003**
 (0.002)(0.002)(0.002)[0.011]
|${\rm Before}^{-2}$|−0.001−0.000
 (0.003)(0.003)
|${\rm Before}^{0}$|−0.007**−0.010***
 (0.003)(0.003)
|${\rm After}^{2}$|−0.003−0.010***
 (0.003)(0.002)
|${\rm After}^{4+}$|−0.008***−0.012***
 (0.003)(0.002)
Observations54,07954,07954,07954,07954,079
Adj-|$R^{2}$|0.1550.1360.2070.1550.136
Branch FEs Y Y Y Y Y
Quarter FEs Y Y N Y Y
Quarter-district FEs N N Y N N

This table reports the effect of organizational structure on the equally weighted and value-weighted return on loans (Columns 1, 2, and 3) and its dynamics (Columns 5 and 6) using specification (1). Column 3 reports the effect on value-weighted returns after controlling for local demand shocks through quarter-district fixed effects instead of quarterly fixed effects. Column 4 reports the difference between the estimated coefficients on equally and value-weighted returns. The unit of analysis is branch-quarter return on loans. First, we estimate the return for each loan, as defined in Equation (2). Then we aggregate the loan-level estimate at the branch-quarter level using equal or value weights. The variable Branch Level is a number between 1 and 3, where the lowest value (level 1) and the highest value (level 3) characterize the least hierarchical branches and the most hierarchical branches, respectively. |$\mbox{Before}^{-2}$| is a dummy variable that equals 1 (⁠|$-1$|⁠) if the branch was upgraded (downgraded) in one or two quarters. |$\mbox{Before}^{0}$| is a dummy variable that equals 1 (⁠|$-1$|⁠) if the branch was upgraded this quarter or one quarter ago. |$\mbox{After}^{2}$| is a dummy variable that equals 1 (⁠|$-1$|⁠) if the branch was upgraded (downgraded) two or three quarters ago. |$\mbox{After}^{4+}$| is a dummy variable that equals 1 (⁠|$-1$|⁠) if the branch was upgraded (downgraded) four quarters ago or more. Standard errors in parentheses are corrected for clustering at the branch level. p-values are reported in brackets. * significant at 10%; ** significant at 5%; and *** significant at 1%.

Table 7

Return on loans

 ROL
 Equally weightedValue weightedValue weightedDifference (2)-(1)Equally weightedValue weighted
 (1)(2)(3)(4)(5)(6)
Branch level−0.007***−0.010***−0.006***−0.003**
 (0.002)(0.002)(0.002)[0.011]
|${\rm Before}^{-2}$|−0.001−0.000
 (0.003)(0.003)
|${\rm Before}^{0}$|−0.007**−0.010***
 (0.003)(0.003)
|${\rm After}^{2}$|−0.003−0.010***
 (0.003)(0.002)
|${\rm After}^{4+}$|−0.008***−0.012***
 (0.003)(0.002)
Observations54,07954,07954,07954,07954,079
Adj-|$R^{2}$|0.1550.1360.2070.1550.136
Branch FEs Y Y Y Y Y
Quarter FEs Y Y N Y Y
Quarter-district FEs N N Y N N
 ROL
 Equally weightedValue weightedValue weightedDifference (2)-(1)Equally weightedValue weighted
 (1)(2)(3)(4)(5)(6)
Branch level−0.007***−0.010***−0.006***−0.003**
 (0.002)(0.002)(0.002)[0.011]
|${\rm Before}^{-2}$|−0.001−0.000
 (0.003)(0.003)
|${\rm Before}^{0}$|−0.007**−0.010***
 (0.003)(0.003)
|${\rm After}^{2}$|−0.003−0.010***
 (0.003)(0.002)
|${\rm After}^{4+}$|−0.008***−0.012***
 (0.003)(0.002)
Observations54,07954,07954,07954,07954,079
Adj-|$R^{2}$|0.1550.1360.2070.1550.136
Branch FEs Y Y Y Y Y
Quarter FEs Y Y N Y Y
Quarter-district FEs N N Y N N

This table reports the effect of organizational structure on the equally weighted and value-weighted return on loans (Columns 1, 2, and 3) and its dynamics (Columns 5 and 6) using specification (1). Column 3 reports the effect on value-weighted returns after controlling for local demand shocks through quarter-district fixed effects instead of quarterly fixed effects. Column 4 reports the difference between the estimated coefficients on equally and value-weighted returns. The unit of analysis is branch-quarter return on loans. First, we estimate the return for each loan, as defined in Equation (2). Then we aggregate the loan-level estimate at the branch-quarter level using equal or value weights. The variable Branch Level is a number between 1 and 3, where the lowest value (level 1) and the highest value (level 3) characterize the least hierarchical branches and the most hierarchical branches, respectively. |$\mbox{Before}^{-2}$| is a dummy variable that equals 1 (⁠|$-1$|⁠) if the branch was upgraded (downgraded) in one or two quarters. |$\mbox{Before}^{0}$| is a dummy variable that equals 1 (⁠|$-1$|⁠) if the branch was upgraded this quarter or one quarter ago. |$\mbox{After}^{2}$| is a dummy variable that equals 1 (⁠|$-1$|⁠) if the branch was upgraded (downgraded) two or three quarters ago. |$\mbox{After}^{4+}$| is a dummy variable that equals 1 (⁠|$-1$|⁠) if the branch was upgraded (downgraded) four quarters ago or more. Standard errors in parentheses are corrected for clustering at the branch level. p-values are reported in brackets. * significant at 10%; ** significant at 5%; and *** significant at 1%.

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