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J49<br />

(f]<br />

Usa-effectiveness of cont raceptive methods [a]<br />

The overall value of e can buo ssumed to rise from 0.84 In<br />

1981 to 0.9 by 1990, end then stay at that Leve l through<br />

2001. The a go-,poci fic vaLues in ages below 30 are alight Ly<br />

Lowor than those in egos over 30. For each target year,<br />

values con sistent with these hove been assumed for<br />

incLusion in tha package of inputs.<br />

g<br />

Age-specific cont recopt ive prevalence rates in the base year<br />

(u (0 ) as ' well ne the overall v luu in the base year<br />

(u(O)) . Such values for the base year 1981 are needed as<br />

inputs for u iing formula (4.18].<br />

(h]<br />

Trend-reguLator R<br />

u( t<br />

R can be a sighed any value between -1 and------<br />

u(O)<br />

1. Since<br />

u[ t) varies for each target year, the upper limit of R also<br />

varies, for example it is 0.4258 for 1906, 0.9139 for 1991,<br />

1.3110 for 1996 and 1.6938 for 2001.<br />

( ] Program re-allocation factor K<br />

K can be assigned any value between 0 and 1.<br />

Exponential<br />

xJ<br />

average deflator D.<br />

D can be assigned any value between 0 and I. In fact, a<br />

self-devised<br />

computer program helps us in identifying an R-<br />

K-D combination which yie Lda estimates of TFR and CBR<br />

close<br />

to commonly accepted target values, subject to the<br />

consistency condition<br />

1HWRA .U i<br />

HWRA x u<br />

Corresponding to each pattern of natural fertility, aix main<br />

outputs have been obtained for each target year, which are<br />

specified below along with the relevant formulas:­

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