Knowing Ahead Mathematical Determinant of Bank Customers Credit Worthiness: A Safe Strategy for Funding Loan in a Critical Economy

IF 1.1 Q2 MATHEMATICS, APPLIED Mathematics in Computer Science Pub Date : 2021-03-10 DOI:10.11648/J.MCS.20210601.13
M. Asika
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Abstract

The study was carried out to identify relevant attributes that signals the capacity of borrower to pay back the loan and determine the fit of mathematical scoring model to evaluate credit worthiness of a potential borrower. The data was taken from primary and secondary sources which was through the use of questionnaires (primary source) while the secondary source was collection of data from all the financial statements of selected business owners in Ekpoma, Edo State credits history of these business owners as well. The descriptive research and the explanatory research designs were employed in this study. Two research questions were raised while one hypothesis was formulated to guide the study. Thirty five (35) business owners were randomly selected from Ekpoma metropolis of Edo state for this study based on loan applications and business capacity. The data collected were analyzed using Altman Z-scores, frequencies and percentages while the Pearson Product Moment Correlation Co-efficient was used to determine the relationship between Mathematical Scoring model and credits worthiness. The result showed that credit scores developed from borrower financial and non-financial records and history such as turnover, assets, previous loan repayment rate and trading capital perfectly classified them into five risk classes of A (Worthy and very able to payback), B (worthy and less able to pay back) and D (not worthy at all). The result revealed that credit score can safe award banks and creditors against credit risk default and loss of money. It was therefore recommended among others, that banks and credit facilities handlers should adopt mathematical credit scoring techniques to avoid loss of their money.
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提前了解银行客户信用价值的数学决定因素:关键经济中融资贷款的安全策略
该研究旨在确定借款人偿还贷款能力的相关属性,并确定数学评分模型的适合性,以评估潜在借款人的信用价值。数据来自主要和次要来源,主要来源是使用问卷调查(主要来源),而次要来源是从埃克波马、江户州选定企业主的所有财务报表中收集数据,以及这些企业主的信贷历史。本研究采用描述性研究和解释性研究设计。提出了两个研究问题,同时提出了一个假设来指导研究。根据贷款申请和业务能力,从江户州的Ekpoma大都市区随机抽取35名企业主进行研究。收集的数据使用Altman z分数、频率和百分比进行分析,而Pearson积差相关系数用于确定数学评分模型与信用价值之间的关系。结果表明,信用评分从借款人的财务和非财务记录和历史,如营业额,资产,以前的贷款还款率和交易资金,完美地将他们分为A(有价值且非常有能力偿还),B(有价值且还款能力较差)和D(根本不值得)五个风险等级。结果表明,信用评分可以使银行和债权人免受信用风险、违约和损失。因此,除其他外,建议银行和信贷机构应采用数学信用评分技术,以避免资金损失。
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来源期刊
Mathematics in Computer Science
Mathematics in Computer Science MATHEMATICS, APPLIED-
CiteScore
1.40
自引率
12.50%
发文量
23
期刊介绍: Mathematics in Computer Science publishes high-quality original research papers on the development of theories and methods for computer and information sciences, the design, implementation, and analysis of algorithms and software tools for mathematical computation and reasoning, and the integration of mathematics and computer science for scientific and engineering applications. Insightful survey articles may be submitted for publication by invitation. As one of its distinct features, the journal publishes mainly special issues on carefully selected topics, reflecting the trends of research and development in the broad area of mathematics in computer science. Submission of proposals for special issues is welcome.
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