Авторы

  • Olmas Isakov

DOI:

https://doi.org/10.71337/inlibrary.uz.editions.91663

Аннотация

The rise of the internet has revolutionized the way we live, work, and communicate. Alongside this digital revolution, a new phenomenon has emerged - big data


background image

157

Reference:

1.

Mirziyoev Sh., appeal of the president of the Republic of Uzbekistan Shavkat Mirziyoev to

the Assembly Oliy Majlis, People's word, 29.12.2020.

2.

Decree of the president of the Republic of Uzbekistan dated 28.01.2022 "on the

development strategy of new Uzbekistan for 2022

2026" No. 60.

3.

Nguyen, Khoa Huu, A. Coronavirus Outbreak and Sector Stock Returns: The Tale from The

First

Ten

Weeks

of

2020

(March

25,

2020).

Available

at

SSRN:

https://ssrn.com/abstract=3559907

or

http://dx.doi.

org/10.2139/ssrn.3559907:

https://insight.factset.com/sp-500-earnings-season-update-april-17-2020.

APPLICATION OF MACHINE LEARNING IN DETECTING LOAN DELINQUENCY:

CASE STUDY OF MICROFINANCE INSTITUTION IN UZBEKISTAN

Isakov Olmas Kuchkarovich

PhD candidate in Econometrics and Statistics

Westminster International University in Tashkent

The rise of the internet has revolutionized the way we live, work, and

communicate. Alongside this digital revolution, a new phenomenon has emerged

- big data. Big data refers to the vast amount of structured and unstructured
information generated by individuals, organizations, and devices. Big data's

emergence has brought about transformative changes across various industries.

In particular, big data analytics has enhanced risk management, fraud detection,

and personalized banking experiences for customers in the finance industry. The

application of the old credit scoring model has been severely constrained by the

growth of big data on the Internet, and the original business logic framework has

been lost under the new data profiles and business situations.

The modern banks must implement a variety of machine learning (ML)

techniques to reduce the manual involvement in the monitoring and testing

process and utilize improved automated approaches to deal with increasing
number of potential borrowers. Subjective judgement of credit experts on loan

advancements is very inefficient and can be dependent on the decision-making

ability of those experts. Therefore, application of statistical and machine learning

methods can address these problems and might be important tools in credit risk

management for several reasons. First, machine learning algorithms have the

ability to analyze vast amounts of data and identify patterns that may not be

apparent to human analysts.

They can even identify complex relationships and non-linear patterns in data

that may not be detectable by human experts. This can lead to more accurate
predictions of creditworthiness and a better understanding of the potential risks

associated with a particular borrower. Commercial banks can tailor credit offers

to individual borrowers' risk profiles, leading to more accurate pricing and better

risk management. Moreover, machine learning algorithms can quickly analyze

and process large volumes of data in real-time. This enables lenders to make


background image

158

faster and more informed decisions about credit applications, reducing the time
and effort required for manual analysis. By automating the credit risk assessment

process, machine learning can reduce the need for manual analysis, saving time

and resources for lenders. This allows them to process a larger volume of credit

applications and improve operational efficiency.

Recent research has examined the use of several machine learning

techniques, including decision trees, neural networks, support vector machines,

and integration algorithms, in the evaluation of credit. [1] reported that classical

logistic regression did not perform as well as the other machine learning methods

when there are nonlinear relationships between the variables. However, the

logistic regression model offers a significant benefit in terms of variable
interpretability and stability, even though prediction accuracy may not be as good

as that of the machine learning model.

As a result, some researchers enhanced the logistic regression and used it to

forecast borrower default behavior. In [2] personal credit risk assessment was

conducted using five famous machine learning methods such as N

aïve Bayesian

Model, logistic regression model, random forest decision tree and K-Nearest

neighbor classifiers. A personal credit evaluation model based on the naive

Bayesian classifier was first proposed by [3]. It was tested on German and

Australian credit data sets and compared with five neural network models,
showing that the naive Bayes classifier has a lower classification error, hence

higher accuracy rate. [4] evaluated the P2P online loan borrowers using a neural

network model. The results demonstrated that the model was capable of good

feature extraction and knowledge discovery.

The borrower evaluation index system can still produce a more accurate

assessment of the credit risk of borrowers and has a good capacity to assess and

anticipate when virtual information index is present. [5] have used a real social

lending platform (Lending Club) dataset with more than 800,000 observations

considering different evaluation metrics (i.e. AUC, Sensitivity, Specificity) using

random forest, logistic regression and multilayer perceptron. Besides supervised
learning techniques, several researches have focused on clustering-launched

support vector machine (SVM) models using unsupervised ML algorithms like

divisive hierarchical k-means (DHK) and self-organizing maps (SOM) ([6] and

[7]).

In this paper, the dataset has been obtained from a micro finance institution

(MFI) in Uzbekistan which is well established and has branches in all 14 regions

of the country. The dataset contains 12883 individuals (clients) for the period

2019-2022. The summary statistics of the observations are provided in Table 1.

The following statistical method was applied to estimate the probability of

being delinquent on the loan payments.

ln(

𝜋

1−𝑝

) = 𝛽

0

+ 𝛽

1

∗ 𝐺𝑒𝑛𝑑𝑒𝑟 + 𝛽

2

∗ 𝐴𝑔𝑒 + 𝛽

3

∗ 𝑁𝑢𝑚

𝑙𝑜𝑎𝑛𝑠

+ 𝛽

4

𝐴𝑚𝑜𝑢𝑛𝑡 + 𝛽

5

∗ 𝐼𝑛𝑡𝑒𝑟𝑒𝑠𝑡 𝑟𝑎𝑡𝑒 + 𝛽

6

∗ 𝐴𝑔𝑒 𝑠𝑞𝑢𝑎𝑟𝑒𝑑 + 𝜀


background image

159

Table 1.

Descriptive statistics of the dataset obtained from MFI

The data was split into train (70% of the dataset) and test (30% of the

dataset) in order to compute the performance of the model. The train data was

used to build the model using the variables provided in Table 1 and the test data

was used to predict the probability of being delinquent. Based on the predictions

and classification of borrowers into delinquent (when probability of delinquency

is higher than 0.5) and not delinquent, the proposed model produced 88%

accuracy, 6% sensitivity and 99% specificity. The results of the logistic regression

model are provided in Table 2.

Table 2.

The results of logistic regression model

* - significant at 10%, ** - significant at 5%, *** - significant at 1%.

According to the results, the male borrowers are more likely to be delinquent

on the loan payments while holding other variables constant. Age variable and its

squared transformation did not show any significant impact on the likelihood of

delinquency. Number of loans, amount of the loan and interest rate showed

positive relationship with the probability of being delinquent. These findings can

have significant implications for policymakers as well as financial professionals

in Uzbekistan in tackling issues related to non-performing loans.

References:

1.

Galindo, J., & Tamayo, P., 2000. Credit risk assessment using statistical and machine

learning: Basic methodology and risk modeling applications. Computational Economics 15, 107

143.

2.

Wang, Y., Zhang, Y., Lu, Y., & Yu, X., 2020. A Comparative Assessment of Credit Risk Model

Based on Machine Learning a case study of bank loan data. Procedia Computer Science, 174, 141

149.


background image

160

3.

Xusheng L., & Yaohuang G., 2006. Personal credit evaluation model based on Naive Bayes

classifier [J]. Computer Engineering and Applications, 42(30): 197-201.

4.

Kim S.H., Oh K.J., Ju J.B., & Lee D.W., 2019. Predicting Debt Default of P2P Loan Borrowers

Using Self-Organizing Map. Quantitative Bio-Science, 38(1), 63

71.

5.

Moscato, V., Picariello,

A., & Sperlí, G., 2021. A benchmark of machine learning approaches

for credit score prediction. Expert Systems With Applications, 165, 113986.

6.

Luo, S., Cheng, B., & Hsieh, C., 2009. Prediction model building with clustering-launched

classification and support vector machines in credit scoring. Expert Systems with Applications, 36

(4), 7562

7566.

7.

Yu, L., Yue, W., Wang, S., & Lai, K. K., 2010. Support vector machine based multi- agent

ensemble learning for credit risk evaluation. Expert Systems with Applications, 37 (2), 1351

1360

.

EXPLORING THE CREDIT TRABSFER SYSTEM IN TEACHING

ENGLISH FOR ECONOMICS

Kurbonova Nigora Ne’matovna

ESP teacher “English Language” department TSUE

The credit module system is a method of teaching languages that is gaining

popularity around the world. This system is designed to provide students with a
more flexible and personalized approach to language learning. In this article, I will

explore the prospects of the credit module system of language teaching, including

its benefits and challenges. Firstly, let us understand what the credit module

system is and its history background. The credit module system, also known as

the credit-based system, is a method of measuring academic achievement based

on the number of credits a student earns for completing a particular course or

program. The system has been in use for many decades, but its origins can be

traced back to the United States in the late 19th century.

The credit hour was initially introduced in 1906 at the University of Chicago

by the university's president, William Rainey Harper. He believed that the credit
hour would provide a flexible means of measuring academic achievement,

enabling students to take courses in a variety of subjects and earn credit towards

their degree. The credit hour system quickly became popular among other

universities in the United States and was adopted by the Carnegie Foundation in

1910 as a standard unit of academic measurement [3]. Over the years, the credit

module system has been refined and adapted to meet the changing needs of

higher education. In the 1960s, for example, the system was modified to include

the concept of modularization, which allowed students to take individual modules

of courses rather than having to complete an entire course to earn credit.

This made it easier for students to design their own courses of study and to

tailor their academic programs to their specific needs and interests. In the 1970s

and 1980s, the credit module system was further developed to include the idea of

credit transfer. This meant that students could transfer credits earned at one

Библиографические ссылки

Galindo, J., & Tamayo, P., 2000. Credit risk assessment using statistical and machine learning: Basic methodology and risk modeling applications. Computational Economics 15, 107–143.

Wang, Y., Zhang, Y., Lu, Y., & Yu, X., 2020. A Comparative Assessment of Credit Risk Model Based on Machine Learning a case study of bank loan data. Procedia Computer Science, 174, 141–149.

Xusheng L., & Yaohuang G., 2006. Personal credit evaluation model based on Naive Bayes classifier [J]. Computer Engineering and Applications, 42(30): 197-201.

Kim S.H., Oh K.J., Ju J.B., & Lee D.W., 2019. Predicting Debt Default of P2P Loan Borrowers Using Self-Organizing Map. Quantitative Bio-Science, 38(1), 63–71.

Moscato, V., Picariello, A., & Sperlí, G., 2021. A benchmark of machine learning approaches for credit score prediction. Expert Systems With Applications, 165, 113986.

Luo, S., Cheng, B., & Hsieh, C., 2009. Prediction model building with clustering-launched classification and support vector machines in credit scoring. Expert Systems with Applications, 36 (4), 7562–7566.

Yu, L., Yue, W., Wang, S., & Lai, K. K., 2010. Support vector machine based multi- agent ensemble learning for credit risk evaluation. Expert Systems with Applications, 37 (2), 1351–1360.