Top Banner
Why Multidimensional Poverty? James E. Foster The George Washington University Oxford Poverty and Human Development Institute, Oxford HCEO Working Group, Becker-Friedman Institute, Chicago Nuevas Metodologías para Entender la Pobreza en Chile Santiago, Chile December 11, 2014
52

Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Jul 28, 2019

Download

Documents

votuong
Welcome message from author
This document is posted to help you gain knowledge. Please leave a comment to let me know what you think about it! Share it to your friends and learn new things together.
Transcript
Page 1: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Why Multidimensional Poverty?

James E. Foster The George Washington University

Oxford Poverty and Human Development Institute, Oxford

HCEO Working Group, Becker-Friedman Institute, Chicago

Nuevas Metodologías para Entender la Pobreza en Chile

Santiago, Chile

December 11, 2014

Page 2: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Traditional Monetary Poverty

Longstanding concept

Dating back to Booth and Rowntree (Foster, 1984)

Official methods in many countries

Complementary global methods

World Bank’s $1.25 a day

FGT: P0, P1, P2

Colossal effort

Remarkable collection of data points over time and space

Page 3: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Traditional Monetary Poverty

Note

There is more to poverty than inadequate monetary resources

Eg

Capability deprivations

Sen (eg, Foster and Sen 1997)

Heckman (eg, Heckman and Mosso 2014)

Basic social services

Human and social rights

Page 4: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Traditional Monetary Poverty

Alternative question

Should poverty refer only to those advantages that can be

valued in monetary terms?

Many voices, including those of the poor, would say no

Practical issues

Thin markets

Health insurance in the US

Housing in developing countries

PPP and other index problems

How to value money over time and space?

Missing markets

Malnourished children in India

Page 5: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Another Voice

“The task, then, for the governments of the developing countries is to reorient

their development policies in order to attack directly the personal poverty of the

most deprived 40% of their populations. This the governments can do without

abandoning their goals of vigorous overall economic growth. But they must be

prepared to give greater priority to establishing growth targets in

terms of essential human needs: in terms of nutrition, housing,

health, literacy, and employment - even if it be at the cost of some

reduction in the pace of advance in certain narrow and highly privileged sectors

whose benefits accrue to the few.

Such a reorientation of social and economic policy is primarily a political

task, and the developing countries must decide for themselves if

they wish to undertake it. It will manifestly require immense resolve and

courage.”

Page 6: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Another Voice

“The task, then, for the governments of the developing countries is to reorient

their development policies in order to attack directly the personal poverty of the

most deprived 40% of their populations. This the governments can do without

abandoning their goals of vigorous overall economic growth. But they must be

prepared to give greater priority to establishing growth targets in

terms of essential human needs: in terms of nutrition, housing,

health, literacy, and employment - even if it be at the cost of some

reduction in the pace of advance in certain narrow and highly privileged sectors

whose benefits accrue to the few.

Such a reorientation of social and economic policy is primarily a political

task, and the developing countries must decide for themselves if

they wish to undertake it. It will manifestly require immense resolve and

courage.”

Robert McNamara (1972, p. 30)

Page 7: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Revealed Preference

Many countries are deciding for themselves!

Countries with their own MPIs Date

Mexico 2009

Bhutan 2010

Colombia 2011

Philippines 2014

Vietnam Soon

El Salvador Soon

Honduras Working

Costa Rica Working

Dominican Republic Working

South Africa, China, and many others….

Shared methodology with country to country technical support

Multidimensional Poverty Peer Network

Page 8: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Multidimensional Poverty

Longstanding concept

Implicit in Booth and Rowntree (Foster, 1984)

Official methods in several countries

Complementary global method

UNDP’s Multidimensional Poverty Index (MPI)

Colossal joint effort by HDRO and OPHI

Remarkable collection of results over time and space

Page 9: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Outline: Why Multidimensional Poverty?

Poverty Measurement

Unidimensional

Multidimensional

Examples

MPI

Mexico

Colombia

Conclusions

Page 10: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Poverty Measurement

Traditional poverty framework of Sen (1976)

Two steps

Identification: “Who is poor?” Targeting

Aggregation “How much poverty?” Evaluation and monitoring

Page 11: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Unidimensional Poverty Measurement

Typically uses poverty line for identification

Poor if income below the cutoff

Example: Income distribution x = (7,3,4,8) poverty line p = 5

Who is poor?

Page 12: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Unidimensional Poverty Measurement

Typically uses poverty line for identification

Poor if income below the cutoff

Example: Income distribution x = (7,3,4,8) poverty line p = 5

Who is poor?

Typically uses poverty measure for aggregation

Formula aggregates data to poverty level

Examples: Watts, Sen

Example: FGT

Where: giα is [(p – xi)/p]α if i is poor and 0 if not, and α ≥ 0 so that

α = 0 headcount ratio

α = 1 per capita poverty gap

α = 2 squared gap, often called FGT measure

Pa (x;p ) = m(g1

a,...,gna ) = m(ga )

Page 13: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Unidimensional Poverty Measurement

Example

Incomes x = (7,1,4,8)

Poverty line p = 5

Deprivation vector g0 = (0,1,1,0)

Headcount ratio P0(x; p) = m(g0) = 2/4

Normalized gap vector g1 = (0, 4/5, 1/5, 0)

Poverty gap = HI = P1(x; p) = m(g1) = 5/20

Squared gap vector g2 = (0, 16/25, 1/25, 0)

FGT Measure = P2(x; p) = m(g2) = 17/100

Page 14: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Multidimensional Poverty Measurement

How to evaluate poverty with many dimensions?

Aggregation focus of previous work

Atkinson (2003), Bourguignon and Chak (2003)

Not identification

All use cutoffs to identify deprivations

Then identify poor in one of two ways

Poor if have any deprivation (union)

Poor if have all deprivations (intersection)

Problem

Impractical when there are many dimensions

Need intermediate approach

Page 15: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

AF Methodology

Alkire and Foster (2011) methodology addresses these problems

It specifies an intermediate identification method that is consistent with ordinal data often found

Dual cutoff identification

Deprivation cutoffs z1…zj one per each of j deprivations

Poverty cutoff k across aggregate weighted deprivations

Idea

A person is poor if multiply deprived enough

Example

Page 16: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Achievement Matrix

z = ( 13 12 3 1 ) Cutoffs

Dimensions

Perso

ns

131120

01105.12

0572.15

14141.13

Y

AF Methodology

Achievement Matrix (assume each dim. equally important)

Page 17: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Deprivation Matrix Censored Deprivation Matrix, k=2

g0

0 0 0 0

0 1 0 1

1 1 1 1

0 1 0 0

0

2

4

1

g0(k)

0 0 0 0

0 1 0 1

1 1 1 1

0 0 0 0

0

2

4

0

AF Methodology

Identification Who is poor? If poverty cutoff is k = 2

Then the two middle persons are poor

Now censor the deprivation matrix Ignore deprivations of nonpoor

Page 18: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

0000

167.017.004.0

1042.00

0000

)(1 kg

0000

167.017.004.0

1042.00

0000

)(2222

22

2 kg

AF Methodology

If data cardinal, construct two additional censored matrices

Censored Gap Matrix Censored Squared Gap Matrix

Aggregation

Ma = m(ga(k)) for a > 0

Adjusted FGT Ma is the mean of the respective censored matrix

Page 19: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

AF Methodology

Note

The poverty measures with α > 0 use gaps, hence require cardinal data

Impractical given typical data quality

Focus here on measure with α = 0 that handles ordinal data

Adjusted Headcount Ratio M0

Practical and applicable

Page 20: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Adjusted Headcount Ratio

Adjusted Headcount Ratio = M0 = HA = m(g0(k))

Domains c(k) c(k)/d

Persons

H = multidimensional headcount ratio = 1/2

A = average deprivation share among poor = 3/4

g0(k)

0 0 0 0

0 1 0 1

1 1 1 1

0 0 0 0

0

2

4

0

2 / 4

4 / 4

Page 21: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Multidimensional Poverty: Overview

Identification – Dual cutoffs

Deprivation cutoffs - each deprivation counts

Poverty cutoff - in terms of aggregate deprivation values

Aggregation – Adjusted FGT

Reduces to FGT in single variable case

Natural generalization of FGT to multidimensional case

Page 22: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Adjusted Headcount Ratio

Concept - Poverty as multiple deprivations

Mirrors identification used by NGOs – BRAC

Depends on joint distribution

Ordinal data

Dirt floors vs covered floors

Qualitative data into quantitative data

Transparent

Defined by variables, deprivation cutoffs, deprivation values, poverty cutoff

Can be replicated and tested for robustness

Page 23: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Adjusted Headcount Ratio

Has been implemented

Cross country – MPI in the HDR’s since 2010

Country – Mexico, Bhutan, Colombia, etc.

State/Metro – Sao Paolo, Minas Gerais, Ho Chi Minh City (next week)

Other measures – Gross National Happiness Index (Bhutan), Women’s Empowerment in Agriculture Index (USAID/IFPRI), Service delivery performance measure (Allwine and Foster, 2011)

Page 24: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Example 1: - Global MPI

Headline number for communication and monitoring

Coordinated dashboard for policy analysis

Page 25: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Description

Internationally comparable index of acute poverty

100+ developing countries.

Launched 2010 in UNDP’s Human Development Report (HDR)

Updated 2011, 2013 and 2014.

Methodology is being adapted for national poverty measures –

Using better indicators for country’s own policy context.

SDG discussion include monetary and multidimensional poverty

Separate indicators and targets

Example 1 – Global MPI

Page 26: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Example 1 – Global MPI

Data Sources

Global Surveys

Demographic & Health Surveys (DHS - 52)

Multiple Indicator Cluster Surveys (MICS – 34)

World Health Survey (WHS – 16)

Country Surveys

Urban Argentina (ENNyS), Brazil (PNDS), Mexico

(ENSANUT), Morocco (ENNVM/LSMS), Occupied

Palestinian Territory (PAPFAM), and South Africa

(NIDS).

Constraints: Data are 2002-2013. Not all have

precisely the same indicators.

Page 27: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Constructing the MPI - Overview

3 Dimensions

10 Indicators

Years of

Schooling

(1/6)

School

Attendance

(1/6)

Education (1/3)

Child

Mortality

(1/6)

Nutrition

(1/6)

Health (1/3) Standard of Living (1/3)

Co

ok

ing

Fu

el

San

itati

on

Wate

r

Ele

ctr

icit

y

Flo

or

Ass

et

Ow

ners

hip

(1/18 Each)

Page 28: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

1. Build a deprivation

score for each person

Ex: Nathalie faces multiple deprivations in health

and living standards

Constructing the MPI

Page 29: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

2. Identify who is poor

A person is multidimensionally poor if deprived in 33% or

more of the dimensions.

Ex: Nathalie’s deprivation score is 67% > 33% so Nathalie is poor

Constructing the MPI

Page 30: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

3. Compute MPI = Mo as the product of two

components:

Incidence H

percentage of people who are poor

Intensity A

average percentage of dimensions in which poor people

are deprived

MPI = H × A

Alkire and Foster Journal of Public Economics 2011

Constructing the MPI

Page 31: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

AF Methodology

M0

Counting Methods

(NBI)

Axiomatic Methods

(FGT)

Following Atkinson 2003

Page 32: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

MPI 2014 – 108 Countries

Get headline results

Page 33: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

33

H and A for every

country

Page 34: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

34

Disaggregated data

by region

Page 35: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

35

Composition of poverty

by dimension

Page 36: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

36

Composition by region

and dimensions

Page 37: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Progress over Time Bangladesh improved school

attendance, Ethiopia nutrition and water, Ghana many

at the same time.

-70%

-60%

-50%

-40%

-30%

-20%

-10%

0%

Bangladesh Ethiopia Ghana

Pe

rce

nt V

ari

ati

on

in

ea

ch

de

pri

vati

on

of

the

p

oo

r

Assets

Cooking Fuel

Floor

Water

Sanitation

Electricity

Nutrition

Mortality

Child Enrolment

Schooling

Page 38: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

The MPI is like a high resolution lens…

Page 39: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

The MPI is like a high resolution lens…

You can zoom in

Page 40: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

The MPI is like a high resolution lens…

You can zoom in

and see more

Page 41: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

0%

10%

20%

30%

40%

50%

60%

70%

80%

90%

100%

Nig

er

Eth

iop

ia

Mal

i B

urk

ina

Fas

o

Lib

eria

G

uin

ea

So

mal

ia

Bu

run

di

Cen

tral

Afr

ican

Rep

ub

lic

Guin

ea-B

issa

u

Sen

egal

C

on

go, D

emo

crat

ic R

epub

lic

of

the

Sie

rra

Leo

ne

Ben

in

Ugan

da

Mo

zam

biq

ue

Rw

and

a T

imo

r-L

este

M

adag

asca

r

Mal

awi

Afg

han

ista

n

Tan

zan

ia, U

nit

ed R

epub

lic

of

Zam

bia

C

had

Mau

rita

nia

G

amb

ia

Co

te d

'Ivo

ire

Ind

ia

Yem

en

Ban

glad

esh

T

ogo

Hai

ti

Ken

ya

Cam

ero

on

Cam

bo

dia

N

epal

Pak

ista

n

Nig

eria

C

on

go, R

epub

lic

of

Nam

ibia

Z

imb

abw

e

Les

oth

o

Sao

To

me

and

Pri

nci

pe

Lao

Peo

ple

's D

emo

crat

ic R

epu

blic

Gh

ana

Van

uat

u

Djib

outi

B

hu

tan

Gu

atem

ala

Bo

livia

, P

luri

nat

ion

al S

tate

of

Sw

azila

nd

Gab

on

N

icar

agu

a

Ho

nd

ura

s M

on

go

lia

Ind

on

esia

Ph

ilip

pin

es

Par

aguay

Taj

ikis

tan

C

hin

a Ir

aq

So

uth

Afr

ica

Mo

rocc

o

Per

u

Guya

na

Est

on

ia

Turk

ey

Egyp

t

Suri

nam

e T

rin

idad

an

d T

ob

ago

Syr

ian

Ara

b R

epu

blic

Co

lom

bia

Sri

Lan

ka

Aze

rbai

jan

M

aldiv

es

Kyr

gyz

stan

Bel

ize

Do

min

ican

Rep

ub

lic

Hun

gar

y C

roat

ia

Vie

t N

am

Cze

ch R

epu

blic

A

rgen

tin

a

Mex

ico

B

razi

l

Jord

an

Uzb

ekis

tan

E

cuad

or

Ukra

ine

Mo

ldo

va, R

epub

lic

of

Uru

guay

T

hai

lan

d

Lat

via

Mo

nte

neg

ro

Occ

up

ied

Pal

esti

nia

n T

erri

tory

Alb

ania

R

uss

ian

Fed

erat

ion

T

un

isia

Geo

rgia

M

aced

on

ia, T

he

form

er Y

ugo

slav

Rep

ub

lic

of

Un

ited

Ara

b E

mir

ates

B

osn

ia a

nd

Her

zego

vin

a A

rmen

ia

Kaz

akh

stan

Ser

bia

Bel

arus

Slo

vakia

Slo

ven

ia

Per

cen

tage

of t

he

Po

pula

tio

n

Why Multidimensional Poverty?

It is different from monetary poverty

And different policies reduce it.

MPI Poor $1.25 a day

Page 42: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Example 2: National Methodologies

Motivations Show progress quickly and directly (Monitoring/Evaluation)

Inform planning and focus policy

Target poor people and communities more effectively

Reflect poor people’s own understandings of poverty

Cases of National MPIs Mexico December 2009

Colombia August 2011

Others in progress

Slides drawn from government agencies

Available on agency websites

Page 43: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Example 2.1 - Mexico

Good Governance in Bad Times

Page 44: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

www.coneval.gob.mx

Multidimensional Poverty in Mexico Methodology & results

First released December, 2009

Page 45: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

-10.0

-8.0

-6.0

-4.0

-2.0

0.0

2.0

4.0

6.0

-10.0

-8.0

-6.0

-4.0

-2.0

0.0

2.0

4.0

6.0

-10.0

-8.0

-6.0

-4.0

-2.0

0.0

2.0

4.0

6.0

-10.0

-8.0

-6.0

-4.0

-2.0

0.0

2.0

4.0

6.0

Fuente: estimaciones del CONEVAL con base en el MCS-ENIGH 2008 y 2010

Income Poverty

Food security

Basic Services

Housing

Social Security

Access to Health Care

Education

Millions of people

Poverty

2008 44.5 %

48.8 million

2010 46.2 %

52.0 million

6

4

2

0

-2

-4

-6

-8

-10 -9.0

-2.9 -2.5

-2.3

-0.8

4.1 3.5 3.2

0.0

Social Deprivations

4.8

Extreme income poverty

Page 46: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Example 2.2 - Colombia

Coordinating Action

Page 47: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Multidimensional Poverty Index for

Colombia and its applications

(MPI-Colombia)

ROBERTO ANGULO YADIRA DÍAZ

RENATA PARDO

National Planning Department

Division of Social Promotion and Quality of Life

September 2011

Page 48: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Dimensions, Variables and Weights

MPI-Colombia

Educational

Conditions Childhood & Youth

Work Health Housing & Public

Services

Schooling

Illiteracy

School

Attendance

At the right

level

Access to

infant

services

No Child

Labour

Absence of

long-term

unemploy-

ment

Coverage

Access to health

care given a

necessity

Improved Water

Flooring

Overcrowding

Sanitation

Exterior

Walls

Formal work

0.1

0.2 0.2 0.2 0.2 0.2

0.05

0.1 0.1

0.04

Page 49: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

49

Poverty committee

Coordinating and monitoring poverty reduction

▪ Leaders – Counselor for the Presidency

– National Planning Department

▪ Permanent members – Ministry of Health

– Ministry of Labor

– Ministry of Housing

– Ministry of Agriculture

– Ministry of Education

– Ministry of Finance

MANDATORY PRESENCE

The President of Colombia

Page 50: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Summary: Two Measurement Technologies

Two forms of technologies for evaluating poverty

- for identification and aggregation

1 Unidimensional methods apply when:

Single welfare variable – eg, calories

Variables can be combined into an aggregate variable – eg, expenditure, income

2 Multidimensional methods apply when:

Variables cannot be meaningfully aggregated – eg, sanitation conditions and years of education

Desirable to leave variables disaggregated because sub-aggregates are policy relevant – eg food and nonfood consumption

Page 51: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Summary

The AF methodology:

Presents complementary picture of poverty

Includes other key, non-monetary dimensions

Policy relevant tool

Dimensions can embody country specific policies and priorities

Show progress quickly and directly (Monitoring/Evaluation)

Inform planning and coordinate action

Target poor people and communities more effectively

Reflect poor people’s own understandings of poverty

Facilitates deeper understanding and policy analysis

HA; Decompositions by subgroup, breakdown by dimension; changes

Page 52: Why Multidimensional Poverty? - Ministerio de Desarrollo ... · Why Multidimensional Poverty? ... UNDP’s Multidimensional Poverty Index ... Natural generalization of FGT to multidimensional

Thank you