Efficiency Evaluation Techniques a Critical Comparison And Assesment

Cover Efficiency Evaluation Techniques a Critical Comparison And Assesment
Efficiency Evaluation Techniques a Critical Comparison And Assesment
H David Sherman
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Mi It -o M o. O a •o H> C B a M" M B It It M 3* M. M (t O It 3 *-* B It rr O < C Ml B o. 3 •< rr r> >< M. M 13 h* > 3 3- O 3 o- •o It T3 Ml M» c c It It rr H> M* 1 1 3 B It M O O. Rr 3 o e C M. N M a o It a. •o M 3 1 c 1 B B M >< O o* c • Ml o < 1 a c a Ml It o M M »-• It 3 B B Ml G M M M Ml - 3- M» M. A It B O n •• M 3 I-* M M- a It M. O n 3- 3 • M B ►* M It B !-• - 25 - Following Bothwell and Cooley I chose for the prescribed output level the base of the natural logarithm system — i. E. , I evaluate the properties of CatS=R=T=e= 2. 718. .. , approximately. Higher order terms involving these variables then become unity and evaluations for the presence of the indicative scale properties becomes one of adding exponents as described in Bothwell and Cooley. Case i. Partial Scale Economies (i. I) Severe Patients: Increasing retuns to scale are present |f2_| = . 825 = 2(. 069) + . 031 +. 173 0. 87 < 1 (11) din b (i. Ii) Regular Patients: Increasing returns to scale are present |i2_g = -3.

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