Poverty measurements in an imprecise environment
Palabras clave:
Poverty, monetary, imprecise environment, evolutionResumen
The traditional approach is to define poverty with respect to a single indicator of well-being,
Such as income or expenditure. But such approaches reflect mere/y one specific aspect of poverty and are not able to represent all of the elements brought to bear. Multidimensional approaches have been proposed which take several aspects of poverty into consideration. Despite its drawbacks. The monetary approach remains unbeatable for quantification of poverty and for tracking its evolution over time. Nonetheless, when one envisions integration of the many different facets of poverty within a multidimensional analysis, it is generally agreed that the transition from a condition of utter privation to a condition of well-being occurs in a gradual manner. Among the current possible approaches that have the potential to reflect this specificity is the use of fuzzy set theory. This theory is. in fact, an extremely powerful tool for mode ling vague concepts such as poverty. The aim of this paper is to use fuzzy set theory and the concept of membership functions to measure poverty
Referencias
Atkinson, J.13. ( 1987), "On the measurement of poverty .. , Econometrica, vol 55, no 4, pp.
-64.
Betti, G., and Cheli, B. (2001), Povcrty dynamics in Great 13ritain, 1991 - 1997. A
multidimentional , fuzzy and relative approach to analysis, Papcr for the British Household
Panel Survey Research Conference 2001, Colchester- UK
Beni, G., and Vc.:rrna, V , "Measuring the Degree of Poverty in a Dynamic and Comparative
Context: a Multtdtmensional Approach Usmg Fuav Set Theory, Proceedmgs of the Stxth
lslamic Countnes Con terence on Statistical Sciences ICCS-VI, Lahore (Pakistan), 1999, (289-
.
Betti, G., Che li, U. (2000), Fuzzy analysis of poverty dynamics on Italian Pseudo Panel : New
methodological proposais, Proceedings of the XL Meeting of the Jtalian Statistical Society (SIS),
Florence, April 26-28.
BooU1, C. ( 1969), Li fe and Labour of U1e People in London, A.M. Kelley, New York
Cerioli, A and Zani, S. ( 1990), "A fuzzy approach to the measuremcnt of poverty", m Dagum,
C. and Zcnga, M. (eds), Jncome and Wealth Dwnbut1011, /nequality and Po1•env. Studies in
Comemporary Economies, Springer Ver/ag, lkrhn, pp 272- 84.
Chakravarty, S.R., A New Index Of Poverty, Mathemat1cal Social Sciences, 6(1), 1983 (307-
.
Cheli, B., and Lenuni A. (1995), "A Totally Fuzzy and Relative Approach to the Multidimensional
Analysis of Povcrty ",Economie Notes, 1, pp. Il 5-134.
Cheli, B., Ghelltm, G., Lenuni, A. and Prumu11, N 1994, " Measuring povcrty in the countrics in
transi hon via TFR method: the case of Po land 111 1990-1991", Statistics 111 Transition , vol. 1,
no. 5, pp 585-636
Chiappcro Martincttt, E. ( 1994), "A New Approach to Evaluation ofWell-being and Poverty by
Fuzzy Set Thcory", Giomale degli Economistsi Annah dt Economia, 53 (7-9), 367-388
Chiappcro Martinctti, E. ( 1996), "Standard of Living Evaluation based on Sen 's Approach:
Sorne Methodological Suggestions", in Balcstrino ru1d Carter (cds.), 47-53.
Chiappero Martinctti, E. (2000), "A Multidimcnsional Assessment of Well-bcing bascd on
Sen's functiomng approach", Societa italiana di cconomia pubblica.
Dagum, C., Grunbasst, R. and Lemmi, A. ( 1992), ' Ne approaches to the mcasurement of
poverty', in Poverty Measurementfor Economies in Trw/Sition, Polish Statistical Assoctation &
Central Statistical Office, Warsaw, pp. 201 - 26.
Fillipone, A , Chch, B., D'Agostino A (Octobcr 2001), ' Addrcssing the Interpretation and U1e
Aggregatton Problcms in Totally FU7J~ and Relative Povcrty Measurcs, workmg papcrs of Ule
lnstitutc for Social and Economie Rcscarch, papcr 2001-22. Colchester University of Essex.
Foster, J E. and A F. Shorrocks ( 1988a). "Po vert y Orderings'', Econonrerrica, 56( 1 ), pp. 173
Foster, J F and A F Shorrocks ( 1988b) ·'Po vert y Ordcrings and Wei fare Dominance", Socwl
Choicc Wclfare, 5, pp.179- 198. •
Foster, JE. and A.F. Shorrocks ( 1988c). " lnequality and Poverty Orderings", European
Economie Revicw, 32, pp.654-662
Foster, J E. and A F. Shorrocks ( 1991 ) "Subgroup Consistent Povcrty Indices, Econometrica,
(3), pp.687-709.
Foster, J.E, Greer, J. and Thorbcckc, E. 1984, "A class of dccomposable poverty Measurcs",
Econometnca, vol 52, no. 3, pp. 761-6
Gocdhart, T., Halberstadt, V., Kaptcyn, A. and van Praag, B.M S 1977, "The povcrty linc:
concept and mcasuremenl'', Jormral of/lmnan Resources, vol. 12, no 4, 503-20.
Gordan, D et al. (2000), Poverty and Social Exclusion in Britain, York: Joseph Rowntrcc
Foundation.
Gordan, D and Puntaziz, C. (cds), Breadlinc Britain Î.Il Ule 1990s, Dcpartmcnt of Social Policy
and Platming, University of Uristol:Bristol
Kilpatrick, R W. ( 1973), " the incomc clasticity of the povcrty line", Rcview of Economies and
Statistics, 55, 327-332.
Lelli, S., (2001), l'actor Analysis vs. Fuzzy Sets Thcory: Assessing the innucncc of ditlèrent
techniques on Scn's functioning approach , papcr presentcd to U1c conference on justice and
povcrty. Examirung Sen's Capability Approach, Cambodge, 5-7 June 2001
Macle, J. and Lanslcy, S. ( 1985), Poor Briwin, Allen and Unwin, London.
Miceli, D. ( 1998), Measuring povcrty usmg flli.J'Y sets, Otscussion Papcr 38, National Centre for
Social and Economie Modelling • Faculty of Management • University of Canberra.
Orshanskt, M. ( 1965), "Countmg the poor: anothcr look at the povcrty profile'·, Social Security
Bulletin, vol. 28, pp. 3-29.
Rowntrcc, B.S. 1901, Poverty: A Study of To1~11 Life, MacMillan, London. Sen, A K. 1976,
' Poverty: an ordinal approach to measurement', Econometrica, vol. 44, no. 2, pp. 219- 31.
Ruggles, P. l990, Drawing the line: Alternative Poverty Measures and Ulcir implications for Pubhc Policy Washington, OC: Urban Institute Press
Townscnd, P. 1979, Poverty in the United Kmgdom, Pengum Books, M1ddlescx.
Travers, P and Richardson, S. ( 1993), Livi li!{ Dece11r(v: Alarenal We/1-Bemg "' Aus rralia,
Oxford University Press, Melbourne.
Van Praag, B.M.S. 1971, 'The wei fare funclion of income m Belgmm: an empirical
investigation', European Economie Review, vol. 2, pp. 337-69
Watts, II. W. 1967, 'The Iso-Prop Index: an approach lo the determination of diflèrential poverty
income thresholds', Joumal ofHuman Resources, vol. 2, pp. 3- 18.
Whelan, B.J. 1993, Non monetary indicators of povcrty: a review of approaches, Paper presenled
at U1e Conference on Household Panel Surveys, Luxembourg, 1-2 June.
Zadeh, L.A. 1965, ' Fuzzy sets', Information and Control, Vol. 8, pp. 338 53.
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