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Economics of the welfare state

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Economics of the welfare state

Sponsored by a Grant TÁMOP-4.1.2-08/2/A/KMR-2009-0041 Course Material Developed by Department of Economics,

Faculty of Social Sciences, Eötvös Loránd University Budapest (ELTE) Department of Economics, Eötvös Loránd University Budapest

Institute of Economics, Hungarian Academy of Sciences Balassi Kiadó, Budapest

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Economics of the welfare state

Authors: Róbert Gál, Márton Medgyesi Supervised by: Róbert Gál

June 2011

ELTE Faculty of Social Sciences, Department of Economics

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Economics of the welfare state

Week 3

Measurement

and determinants of poverty

Róbert Gál, Márton Medgyesi

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Topics

Alternative definitions of poverty Ad hoc poverty measures

• Troubles with ad hoc measures

• Attributes of poverty indices

• Axiomatic poverty indices

Poverty indices based on more information

• Permanent poverty

• Multidimensional poverty

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Definition of the poverty threshold

• To be poor means living below a referential u

z

welfare level

• Poverty threshold (z): the amount of money necessary to achieve level u

z

• If a household with characteristics x obtains a

welfare level of u(q,x) by the consumption of

consumer basket q, then the minimum level of

expenditure necessary to achieve u

z

level of

utility is z=e(p, x, u

z

).

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Definition of the poverty threshold

Absolute of relative threshold?

• Absolute threshold: a fix (constant in time and space) level of welfare (utility, functioning, capability).

• Relative threshold: depends on the level and dispersion of welfare in society.

• Some suggest the threshold to be absolute in terms of welfare, but this does not imply a fixed threshold in

monetary terms.

• Prices differ across societies, regions.

• The scarcity of certain goods differ across societies depending on the level of development.

• Individual welfare is relative, therefore people compare

their own situation to a reference group - this implies a

relative poverty threshold.

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Definition of the poverty threshold

Question:

• How to define the reference level of utility?

• Parameters of the cost function cannot be estimated from observations on the consumer behavior of the household when households differ in structure and demographic

composition.

More information is needed:

• Objective information on the satisfaction of basic needs.

• Subjective information.

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Objective information:

E.g. poverty threshold based on food consumption; c (food consumption, individual attributes: height, weight)=level of activity (in case of relaxing, working).

Experts determine the amount of food required by activity types taking into account individual characteristics. Prices are assigned to these food packages.

• Food-energy intake method

• Basic consumer basket: minimum requested consumer goods with prices assigned to them

• Calculation of the minimum standard of living: amount of food necessary to survive + other basic needs (or estimating the total basket from the amount assigned to food)

• Problems: the ad hoc amount of food necessary to survive differs individually

Subjective information:

• Question on sufficient income: how much income does your household minimally need to satisfy your basic needs?

Definition of the poverty threshold

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Alternative definitions of poverty thresholds (Source: Tóth, 2005)

k3 k2 k1

p1 p2 p3 Median person

mi k=mi/2

p Definition of absolute poverty threshold:

international standards thresholds of subsidies consumer basket

Alternatives compared to the 50% median as the relative poverty threshold:

med40%, med60%, etc.

mean40%, mean50%, etc.

Poverty thresholds

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incomes

individuals

Some basic poverty measures

p n

Poverty rate Poverty

deficit

Poverty deficit/income ratio

Poverty indicators

Source: Tóth, 2005

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Some basic poverty measures :

Poverty rate: H=p/n,

Poverty gap-ratio: I=1/p· Σ

i=1,p

((z-y

i

)/z)=(z-y)/z, Poverty deficit/income ratio: Σ

i=1,p

(z-y

i

)/ Σ

i=p->n

y

i

,

Poverty indicators

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Troubles with ad hoc poverty measures

Poverty rate H:

• It takes only the percentage of the poor into account.

How far they are from the threshold is not captured by the indicator.

• Indifferent to the redistribution among the poor as long as they remain poor even after receiving transfer.

• The poverty rate can be lowered if we take from the poorest and give it to those near to the threshold.

• It does not take into consideration the degree of

poverty, therefore a policy that makes the poor poorer

does not affect it.

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Poverty gap-ratio I

• Influenced only by the average income of the poor, and not by the dispersion among them.

• Transfers among the poor do not have effect as long as they remain below the threshold).

• If a poor person with income higher than the

average among the poor emerges from poverty,

then the average of the poor decreases and poverty

increases.

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Axioms

(See: Seidl, 1988)

Notations: let y, x be two income distributions; yi and xi represent the income of the ith person (i=1….N), respectively. Let us denote the set of the poor in the distribution y given poverty threshold  by (y,). The value of the poverty index is P(y, ).

Monotonicity: if income is given to an individual below poverty threshold, then the value of poverty index decreases (strong monotonicity). Weak monotonicity requires that he remains below the threshold after recieving income.

Weak monotonicity: If yi=xi i  {(1,2….N) – (j)} and yj>xj, j(y,)  (x,)  P(y, )< P(x, )

Strong monotonicity: If yi=xi i  {(1,2….N) – (j)} and yj>xj, j  (x,)  P(y,

)< P(x, )

Transfer axiom: a progressive transfer (from rich to poor) decreases, a regressive transfer increases the value of the poverty index.

Weak transfer axiom: requires that those who are involved in the transfer do not cross the poverty threshold (the group of the poor does not change) If yi=xi i  {(1,2….N) – (j,k)} and yj>xjxk>yk, yj–xj=xk–yk and k  (y,) 

(x,) és (y,) =(x,)  P(y, )> P(x, )

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Axioms

Sensitivity to monotonicity : if income is taken from a poor,

then the lower the income of the individual was prior to the transfers, the more the value of the index should increase.

Let us denote the increase of the poverty index by (P)

i

in case of a small decrease () of the income of the i

th

individual. (P)

i

> (P)

j

if and only if >y

j

>y

i

Focus axiom: the index is fully independent of the level and

distribution of income of the non-poor

Let y, x be two distributions, where (y,)= (x,) and y

i

=x

i

i(y,) then P(y,)= P(x, )

Subgroup-monotonicity: if x, y distributions are decomposed

into subgroups, which are identical only with one exception (I) within which P(y

(l)

,)< P(x

(l)

, ), then P(y,)< P(x, )

Decomposability: distributions x, y are decomposed into k

subgroups, then the poverty index of the total population can be expressed as a function of poverty indices within the

subgroups

• Others: anonymity, population independence, scale

independence, mean sensitivity, defined as previously

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Sen index: Ps=H(I+(1–I)Gp), Weak monotonicity

Weak transfer

Sensitive to monotonicity Focus

Not subgroup monotonous, not decomposable

FGT index: PFGT=(1/n)Σi=1,p((z–yi)/z)a where p is the number of poor people,

n is the total population, yi is income, z is the poverty threshold, Gp is inequality among the poor measured by the Gini coefficient, a is parameter (a>=0).

Weak and strong monotonicity All transfer axioms

Sensitive to monotonicity Subgroup monotonicity

Scale independence but not translation-invariance

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Definition of multidimensional deprivation

Anyagi depriváció

Objektív dimenziók Szubjektív dimenziók

I. Megélhetési

szegény II. Komfort szegény III. Lakás-szegény „Objektív”

szegénységérzet „Szubjektív”

szegénységérzet

Élelemre nem jut elég pénz

Fűtésre, rezsire nem elég a pénz

A lakásfelszereltség általános szintje rendkívül szerény

Alapvető tartós fogyasztási cikkek

hiánya

Nincs a lakásban WC

Nagyon rossz lakásjellemzők

Nagyon rossz lakás- adottságok az összeíró

szerint

Hó végére rendszeresen elfogy a

pénze

Jövedelme a szükségesnek tartott

felét sem éri el

Rendszeres anyagi nehézségei vannak

Material deprivation

Self- assessed

poverty Objective

dimensions I. Consumption

poverty

II. Low comfort

III. Poor housing Not enough

money for food

Not enough money for heating, utilities

Low provision of household appliances

Lack of basic durable goods

Lack of

flushing toilet Low housing characteristics

Extremely low quality of housing according to interviewer

Self-assessed

„objective”

poverty

Regularly running out of money by the end of the month

Income lower than half of sufficient income level

Have regular financial difficulties Feelings of

„subjective”

poverty

Source: Havasi, 2008

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