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Erschienen in: Social Indicators Research 2/2017

25.05.2016

The Poverty Penalty and Microcredit

verfasst von: Begoña Gutiérrez-Nieto, Carlos Serrano-Cinca, Beatriz Cuéllar-Fernández, Yolanda Fuertes-Callén

Erschienen in: Social Indicators Research | Ausgabe 2/2017

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Abstract

A poverty penalty arises when the poor pay more than the non-poor to access goods and services. An example is the cost to access credit. Microfinance Institutions (MFIs) usually explain their high interest rates on the grounds of the high risk involved in microcredit, the high fixed cost associated with small loans and the high financial expenses borne by MFIs due to difficulties in deposit collection. The paper finds that a poverty penalty exists. After identifying drivers of the poverty penalty in a sample of MFIs from 17 countries, this paper focuses on the Colombian case. Operating costs is the most important factor explaining effective interest rates. Other factors, such as risk, cost of funds, or profitability, are relevant in some regions. This paper encourages transparent pricing as a keystone for ethics in these entities.

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Fußnoten
1
EIR and yield can be very different due to delinquency. Bhaduri (1977) developed a model on the relationship between EIR and yield. Let portfolio yield be the earning of lending divided by the Gross Loan Portfolio (GLP). The earning is obtained as loan payments minus loan principal. Not all the loans are reimbursed, let LLR be the loan loss ratio. Hence, yield is calculated as follows:
$$Yield = \frac{{\left( {1 + EIR} \right) \times \left( {1 - LLR} \right) \times GLP - GLP}}{GLP} = EIR \times \left( {1 - LLR} \right) - LLR$$
If delinquency is low, for example a LLR of 2 % and yield is 10 % then EIR is 12 %: EIR and yield are very close. If delinquency is high, for example a LLR of 50 % and yield is 10 % then EIR is 120 %. For this reason, the use of yield as an EIR proxy could be inappropriate.
 
2
Yield is calculated as follows:
$$Yield = EIR \times (1 - LLR) - LLR$$
. Hence, at equilibrium, EIR depends on LLR and ∂EIR/∂LLR > 0.
 
3
The DuPont equation breaks down profitability as follows:
$$Profitability = \frac{Net\, Income}{Equity} = \frac{Net \,Income}{Assets} \times \frac{Assets}{Equity} = Margin \times Leverage$$
 
4
Operational self-sufficiency (OSS) is measured as:
$$OSS = \frac{EIR \times Gross\, Loan\, Portfolio}{Financial\, expense + Operating \,expense + Loan\, loss \,provision\, expense}$$
 
5
The higher the EIR, the higher the ROE is, as the following formula states:
$$ROE = \frac{{\left( {1 + EIR} \right) \times \left( {1 - LLR} \right) \times GLP - GLP}}{TE}$$
 
7
Let us imagine a MFI with 1000 loans and a bad debt level of 2 % charging the Colombian lending interest rate (11.22 %, see Table 1). If its bad debt level rises from 2  to 4 % (new 20 defaults), this would lead to an increase in the EIR of less than 1 % (from 11.22 to 11.43 %) to compensate for the incurred loss, by applying the formula:
$$New \,EIR = EIR \times \frac{Loans - Expected\, defaults}{Loans - Real \,defaults}$$
 
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Metadaten
Titel
The Poverty Penalty and Microcredit
verfasst von
Begoña Gutiérrez-Nieto
Carlos Serrano-Cinca
Beatriz Cuéllar-Fernández
Yolanda Fuertes-Callén
Publikationsdatum
25.05.2016
Verlag
Springer Netherlands
Erschienen in
Social Indicators Research / Ausgabe 2/2017
Print ISSN: 0303-8300
Elektronische ISSN: 1573-0921
DOI
https://doi.org/10.1007/s11205-016-1368-4

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