Skip Navigation Links.
Collapse <span class="m110 colortj mt20 fontw700">Volume 12 (2024)</span>Volume 12 (2024)
Collapse <span class="m110 colortj mt20 fontw700">Volume 11 (2023)</span>Volume 11 (2023)
Collapse <span class="m110 colortj mt20 fontw700">Volume 10 (2022)</span>Volume 10 (2022)
Collapse <span class="m110 colortj mt20 fontw700">Volume 9 (2021)</span>Volume 9 (2021)
Collapse <span class="m110 colortj mt20 fontw700">Volume 8 (2020)</span>Volume 8 (2020)
Collapse <span class="m110 colortj mt20 fontw700">Volume 7 (2019)</span>Volume 7 (2019)
Collapse <span class="m110 colortj mt20 fontw700">Volume 6 (2018)</span>Volume 6 (2018)
Collapse <span class="m110 colortj mt20 fontw700">Volume 5 (2017)</span>Volume 5 (2017)
Collapse <span class="m110 colortj mt20 fontw700">Volume 4 (2016)</span>Volume 4 (2016)
Collapse <span class="m110 colortj mt20 fontw700">Volume 3 (2015)</span>Volume 3 (2015)
Collapse <span class="m110 colortj mt20 fontw700">Volume 2 (2014)</span>Volume 2 (2014)
Collapse <span class="m110 colortj mt20 fontw700">Volume 1 (2013)</span>Volume 1 (2013)
American Journal of Applied Mathematics and Statistics. 2018, 6(1), 25-35
DOI: 10.12691/AJAMS-6-1-5
Original Research

Non-parametric Approach in Modelling Effects of Remittances on Household Credit in Kenya

Caspah Lidiema1, , Anthony Waititu1, Thomas Mageto1 and Anthonyn Ngunyi2

1Department of Statistics and Actuarial Sciences Jomo Kenyatta University of Agriculture and Technology

2Department of Statistics and Actuarial Sciences Dedan Kimathi University of Technology

Pub. Date: March 31, 2018

Cite this paper

Caspah Lidiema, Anthony Waititu, Thomas Mageto and Anthonyn Ngunyi. Non-parametric Approach in Modelling Effects of Remittances on Household Credit in Kenya. American Journal of Applied Mathematics and Statistics. 2018; 6(1):25-35. doi: 10.12691/AJAMS-6-1-5

Abstract

Generalized Additive Models for Location, Scale and Shape (GAMLSS)is a very flexible model class, extending the classical Generalized Additive Model (GAM) framework. Not only the mean, but all distribution parameters are regressed to the predictors. It is suitable for fitting linear or non-linear parametric models using the distributions. Artificial Neural Networks (ANN) are biologically inspired computer programs designed to simulate the way in which the human brain processes information. ANNs gather their knowledge by detecting the patterns and relationships in data and learn (or are trained) through experience. The main advantages of using ANN is that, it has the ability to implicitly detect complex nonlinear relationships between dependent and independent variables and also has ability to detect all possible interactions between predictor variables. Given all the dynamic nature of these two models are their outlined merits, it’s important to test and see which of this model estimates parameters better and which of them a better model in forecasting financial data. To test and compare this models an application of effect remittances on household credit was be used. The study employed monthly data for period January 2005- December 2017 in Kenya. Our findings showed that mixed results where, GAMLSS performed better than ANN in estimation while ANN provided a better model in prediction than GAMLSS. Our results confirm that the surge in Remittances leads to increase credit uptake due to increased resource mobilization by financial institutions and also resource availability for loan repayment. The research recommends Banks and Financial institutions should also carry out their assessment using GAMLSS and ANN and come up with ways of tapping into remittances not only to boost their deposits but also increase their funds for issuing credit and hence increase interest income, and also boost financial inclusion in Kenya through increased consumer loans.

Keywords

GAMLSS, neural network, remittance, credit

Copyright

Creative CommonsThis work is licensed under a Creative Commons Attribution 4.0 International License. To view a copy of this license, visit http://creativecommons.org/licenses/by/4.0/

References

[1]  Al-Assaf, G., & Al-Malki, A. M. (2014). Modelling the Macroeconomic Determinants of Workers’ Remittances: The Case of Jordan. International Journal of Economics and Financial Issues, 4(3), 514.
 
[2]  Ebeke, M. C., Loko, M. B., & Viseth, A. (2014). Credit Quality in Developing Economies: Remittances to the Rescue? (No. 14-144). International Monetary Fund.
 
[3]  Singer, D. A. (2008). Migrant Remittances, Financial Globalization, and Exchange Rate Regimes in the Developing World. Massachusetts Institute of Technology, Cam- bridge, MA.
 
[4]  Aggarwal, R., & Peria, M. S. M. (2006). Do workers’ remittances promote financial development? (Vol. 3957). World Bank Publications.
 
[5]  Sharma, K. (2010). The impact of remittances on economic insecurity. Journal of Human Development and Capabilities, 11(4), 555-577.
 
[6]  Mbaye, L (2016). Remittances and credit markets: complimentarities and evidence from senegal. international Growth Center Blog.
 
[7]  Hernandez-Hernandez, E., Sam, A. G., Gonzalez-Vega, C., & Chen, J. (2009). Impact of Conditional Cash Transfers and Remittances on Credit Market Outcomes in Rural Nicaragua (No. 49319). Agricultural and Applied Economics Association.
 
[8]  D. Mikis Stasinopoulos and Robert A. Rigby (2007).Generalized Additive Models for Location Scale and Shape (GAMLSS) in RJournal of Statistical software.
 
[9]  Takagi T., Kurokawa E, Miyata K., Okamoto, K., Tanaka, Y. & Kurokawa, K. (2002). The Comparison of Generalized Additive Model with Artificial Hierarchical Neural Network in the Analysis of Pharmaceutical Data Vol.3, ISSN 1345-8647. Journal of Computer Aided Chemistry, 56-62.
 
[10]  Villarini, G., Smith, J. A., & Napolitano, F. (2010). Nonstationary modeling of a long record of rainfall and temperature over Rome. Advances in Water Resources, 33(10), 1256-1267.
 
[11]  Tan, C. N. (1997). An Artificial Neural Networks Primer with Financial Applications Examples in Financial Distress Predictions and Foreign Exchange Hybrid Trading System. Bond University. 50-78.
 
[12]  Setodji, C. M., Le, V. N., & Schaack, D. (2013). Using generalized additive modeling to empirically identify thresholds within the ITERS in relation to toddlers’ cognitive development. Developmental psychology, 49(4), 632.
 
[13]  Serinaldi, F. (2011). Distributional modeling and short-term forecasting of electricity prices by generalized additive models for location, scale and shape. Energy Economics, 33(6), 1216-1226.
 
[14]  OECD (2015), ”How to restore a healthy financial sector that supports long-lasting, inclusive growth?”, OECD Economics Department Policy Notes, No. 27, June 2015.
 
[15]  Brown, R. P., & Carmignani, F. (2015). Revisiting the effects of remittances on bank credit: a macro perspective. Scottish Journal of Political Economy, 62(5), 454-485.
 
[16]  Stasinopoulos, M., Rigby, B., & Akantziliotou, C. (2008). Instructions on how to use the gamlss package in R Second Edition.
 
[17]  Sarle, W. S.(1994). ”Neural Networks and Statistical Models”, Proceedings of the Nineteenth Annual SAS Users Group International Conference, Cary, NC: SAS Institute, USA, pp. 1538-1550.
 
[18]  Forouzanfar, M., Dajani, H. R., Groza, V. Z., Bolic, M., & Rajan, S. (2010, July). Comparison of feed-forward neural network training algorithms for oscillometric blood pressure estimation. In Soft Computing Applications (SOFA), 2010 4th International Workshop on (pp. 119-123). IEEE
 
[19]  Maliki, O. S., Agbo, A. O., Maliki, A. O., Ibeh, L. M., & Agwu, C. O. (2011). Comparison of regression model and artificial neural network model for the prediction of electrical power generated in Nigeria. Advances in Applied Science Research, 2(5), 329-339.
 
[20]  M.A. Pitt, I.J Myung and S.Zhang, 2002, Psychol.rev 109, 472.
 
[21]  I.J Myung and M.A. Pitt, (2003), Numerical Computer Methods, Part D(A volume of Methods in Enzymology).
 
[22]  Zhang, D. D., Yan, D. H., Wang, Y. C., Lu, F., & Liu, S. H. (2015). GAMLSS-based nonstationary modeling of extreme precipitation in Beijing-Tianjin-Hebei region of China. Natural Hazards, 77(2), 1037-1053.
 
[23]  Maciel, L. S., & Ballini, R. (2010). Neural networks applied to stock market forecast- ing: An empirical analysis. Journal of the Brazilian Neural Network Society, 8(1), 3-22.
 
[24]  Sheela, K. G., & Deepa, S. N. (2013). Review on methods to fix number of hidden neurons in neural networks. Mathematical Problems in Engineering.
 
[25]  Wagenmakers, E. J., & Farrell, S. (2004). AIC model selection using Akaike weights. Psychonomic bulletin & review, 11(1), 192-196.
 
[26]  Wooldridge, J. M. (2015). Introductory econometrics: A modern approach. Fourth Edition.Nelson Education.