上海財(cái)經(jīng)大學(xué)信管·講座預(yù)告 | Latent Network Information-Enhanced…

?智能總結(jié)上海財(cái)經(jīng)大學(xué)信管·講座預(yù)告 | Latent Network Information-Enhanced…
時(shí)間
TIME
2022年9月27日(星期二)上午8:30--10:00
地點(diǎn)
VENUE
#騰訊會(huì)議:117-540-477
主講人
SPEAKER
Hongzhe Zhang is a Ph.D. Candidate in Financial Service Analytics at the Alfred Lerner College of Business & Economics, University of Delaware. He received a Bachelor\'s degree in Mathematics from Xiamen University. His research focuses on solving important problems in financial technology, privacy-preserving AI, recommender systems, and healthcare analytics, with methods and tools drawn from reference disciplines, including management science (e.g., optimization) and computer science (e.g., machine learning).
主題
TITLE
Latent Network Information-Enhanced Credit Risk Prediction
摘要
ABSTRACT
Given the sheer size of the consumer credit market and the huge number of consumer credit users, credit risk prediction, or how to predict delinquent (or default) probabilities of consumer credits to aid financial institutions in granting and managing consumer credits, has become a critical problem in the consumer credit industry. While it is desirable to employ both users\' intrinsic and social network data for effective credit risk prediction, it is difficult to collect social network data. To address this challenge, we propose to use latent network information instead of social network data. Accordingly, we develop a novel credit risk prediction model that considers both users\' intrinsic data and latent network information. We then design a new credit risk prediction method that estimates the model parameters, learns latent network information, and integrates this information with users\' intrinsic data for credit risk prediction. We further extend our method to the multiclass and numerical credit risk prediction problems. Extensive empirical evaluations with real world data demonstrate the superior predictive power of our method over benchmark methods for a broad spectrum of credit risk prediction problems (binary, multiclass, and numerical). We also show substantial economic value generated from the superiority of our method through a case study.
(本文轉(zhuǎn)載自上海財(cái)經(jīng)大學(xué) ,如有侵權(quán)請(qǐng)電話聯(lián)系13810995524)
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