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Table 2 Stochastic TE and SE scores of six firms

From: Data envelopment analysis for scale elasticity measurement in the stochastic case: with an application to Indian banking

Firm

\(\gamma =0.1\)

\(\gamma =0.3\)

\(\gamma =0.5\)

\(T{E}_{o}\)

\({\varepsilon }_{1}^{-}\)

\({\varepsilon }_{1}^{+}\)

\(\mathrm{RTS}\)

\(T{E}_{o}\)

\({\varepsilon }_{1}^{-}\)

\({\varepsilon }_{1}^{+}\)

\(\mathrm{RTS}\)

\(T{E}_{o}\)

\({\varepsilon }_{1}^{-}\)

\({\varepsilon }_{1}^{+}\)

\(\mathrm{RTS}\)

\(\mathrm{A}\)

1

0

0.6400

IRS

1

2.220e−16

0.3900

IRS

1

0

0.2230

IRS

\(\mathrm{B}\)

1

0.5630

3

CRS

1

0.6680

3

CRS

1

0.8570

3

CRS

\(\mathrm{C}\)

1

2.3340

\(\infty\)

DRS

1

2.3340

\(\infty\)

DRS

1

2.3340

\(\infty\)

DRS

\(\mathrm{D}\)

1

0.0720

5.2010

CRS

1

0.2440

1.5230

CRS

1

0.4170

0.7140

IRS

\(\mathrm{E}\)

0.7450

0.4140

0.4140

IRS

0.713

0.5340

0.5340

IRS

0.642

0.7780

0.7780

IRS

\(\mathrm{F}\)

1

3.3850

\(\infty\)

DRS

0.801

2.4270

2.4270

DRS

0.714

2.6000

2.6000

DRS

  1. RTS returns to scale