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1 Title of the Article Refining Credit Risk Analysis- Integrating Bayesian MCMC with Hamiltonian Monte Carlo
2 Author's name Mohit Apte: B. Tech Scholar, Department of Computer Science and Engineering, COEP Technological University, Pune, India
3 Author's name
4 Subject Computer Science and Engineering
5 Keyword(s) Bayesian Analysis, Credit Risk, Financial Modeling, Loan Defaults, Markov Chain Monte Carlo (MCMC), Predictive Modeling, Risk Management, Statistical Methods
6 Abstract

The accurate prediction of loan defaults is paramount for financial institutions to enhance decision-making processes, optimize loan approval rates, and mitigate associated risks. This study develops a predictive model utilizing Bayesian Markov Chain Monte Carlo (MCMC) techniques to forecast potential loan defaults. Employing a comprehensive dataset of 255,000 borrower profiles, which include detailed borrower characteristics and loan information, the model integrates advanced statistical methods to assess and interpret the factors influencing loan defaults. The Bayesian framework allows for robust uncertainty quantification and model complexity management, making it particularly suitable for the nuanced nature of credit risk assessment. Results from the model demonstrate a compelling accuracy rate, substantially aligning with industry benchmarks while providing deeper insights into the probability of default as influenced by various borrower attributes. This research underscores the efficacy of Bayesian MCMC modelling in financial risk management and offers a scalable approach for financial institutions aiming to refine their credit evaluation strategies.

 

7 Publisher Innovative Research Publication
8 Journal Name; vol., no. International Journal of Innovative Research in Computer Science & Technology (IJIRCST); Volume-12 Issue-4
9 Publication Date July 2024
10 Type Peer-reviewed Article
11 Format PDF
12 Uniform Resource Identifier https://ijircst.org/view_abstract.php?title=Refining-Credit-Risk-Analysis--Integrating-Bayesian-MCMC-with-Hamiltonian-Monte-Carlo&year=2024&vol=12&primary=QVJULTEyOTY=
13 Digital Object Identifier(DOI) 10.55524/ijircst.2024.12.4.14   https://doi.org/10.55524/ijircst.2024.12.4.14
14 Language English
15 Page No 88-91