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POVERTY REDUCTION STRATEGY TN

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R i =(I a +I max -I i )/(I a +I max -I min )<br />

Here ‘I’ refers to an indicator, and subscript ‘i’ refers to a particular district or block, I max<br />

and I min are the highest and lowest values for the concerned indicator, and ‘a’ average for<br />

all districts/blocks.<br />

Then the suggested scheme for allocation of funds is given by<br />

S i = N i . R i /ΣN i R i .<br />

Here,<br />

S i is the share of the ‘i’th district or block,<br />

N i is the size of the population of potential or targeted beneficiaries in the ‘i’ th<br />

district or blocks, and<br />

R i is the revised index of relative deficiency.<br />

This formulation ensures that the district or block which has the highest value in<br />

terms of the concerned indicator also gets a positive share (S max = (I a )/(I a +I max -I min ) and<br />

all other districts or blocks with a higher relative deficiency, get a higher share. It may be<br />

noted that I a is a choice variable and the number I a can be replaced by another positive<br />

number. Once this is done, all other shares are automatically determined. The larger the<br />

range of the concerned indicator, the lower will be the share of the district with the<br />

highest value of the relevant indicator. Efficiency gains will be obtained even if the fund<br />

allocations are not fully aligned to the index of relative efficiency but it is ensured that<br />

there is a high degree of correlation between relative deficiency and share of funds after<br />

the size differences in the population of potential beneficiaries are taken into account.<br />

Appendix Table 7.1 gives illustrative calculations for selected indicators of relative<br />

deficiency covering per capita district domestic product, literacy rate, gross enrollment<br />

ratio, and life expectancy the Tamil Nadu districts.<br />

In addition, there are potential efficiency gains through modifications in the<br />

design of schemes and improving technical efficiency of the institutions involved in the<br />

delivery of services like schools and health centres. Illustrations using data envelope<br />

analysis for the health centres discussed in Chapter 6 indicate that it is possible to<br />

identify those educational institutions and hospitals where there is clear scope of<br />

increasing efficiency in the delivery of services. As far as design of programmes is<br />

concerned, as discussed in Chapters 4 and 6, some of flagship programs and indicators<br />

developed by the central government like National Rural Employment Guarantee Scheme<br />

(NREGS) and BPL enumeration, there are considerable design and implementation<br />

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