Step 1. Identify the indicators to be used for each HDI component:
Health
Life Expectancy
Education
Functional Literacy Rate
Combined Primary, Secondary and Tertiary Enrollment Rate
Income
Real Income Per Capita
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Step 2. Set the appropriate maximum value and the minimum value of each of the above indicators:
|
Maximum |
Minimum |
life expectancy |
85 yrs. |
25 yrs. |
functional literacy rate |
100% |
0% |
enrolment rate |
100% |
0% |
income per capita I* |
highest in a given year |
lowest in a given year |
income per capita II** |
$40,000 purchasing power parity |
$100 purchasing power parity |
* used in the intracountry comparison of provinces
**used to compare provinces with other countries
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Step 3. Compute the index for each indicator as follows:
actual value x – minimum value x
maximum valuex – minimum value x
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Step 4. Average the functional literacy and enrollment indices to generate the education index:
Education index = (1/2) (functional literacy index + enrollment index)
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Step 5. To arrive at income index I:
province’s real per capita income – minimum income level
maximum income level – minimum income level
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Step 6. To arrive at income index II:
Convert a province’s per capita income into purchasing power parity as follows:
PPP$ per capita income (1997) = (peso per capita income/ P30*) x 3.06**
then, compute income index II using the following:
income index II = |
log y – log 100 |
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log 40,000 – log 100 |
* average 1997 peso-dollar exchange rate
** implicit ratio of one PPP$ to one current US$ in the 1999 HDR
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Step 7. Assign weights to the various components to get the HDI:
HDI (I) � (1/3) life expectancy index + (1/3) education index + (1/3) income index (I)
HDI (II) � (1/3) life expectancy index + (1/3) education index + (1/3) income index (II)
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