Poverty Measures as Normalized Distance Functions

Poverty Measures as Normalized Distance Functions Abstract: One rather simple and straightforward way of interpreting a poverty measure is in terms of the ratio of the vector distance between, one the one hand, an actual distribution of incomes and an ideal distribution without any poverty, to the...

Täydet tiedot

Bibliografiset tiedot
Päätekijä: S. Subramanian
Aineistotyyppi: Journal Article
Julkaistu: India Economic Review 2009
Aiheet:
DISTANCE FUNCTIONS; > MINKOWSKI A DISTANCE; > CANBERRA DISTANCE; > POVERTY MEASURE; > INEQUALITY MEASURE; > AXIOMS OF MEASUREMENTS

MG University

Saatavuus: MG University

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