Fatma Bozyiğit

Dr. Fatma Bozyiğit

orcid

Research Focus & Metrics

Academic Career Length

7Years (2020-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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8 May 2024 in Software and Systems Modeling
Verified
Journal Article
Closed access
PDF file
FBFatma Bozyiğit
Fatma Bozyiğit
TBTolgahan Bardakci
Tolgahan Bardakci
AKAlireza Khalilipour
Alireza Khalilipour
Moharram ChallengerMoharram Challenger
Moharram Challenger
GRGuus Ramackers
Guus Ramackers
MCMichel Chaudron
Michel Chaudron

2 July 2022
Verified
Book Chapter
Closed access
PDF file
AKAlireza Khalilipour
Alireza Khalilipour
FBFatma Bozyiğit
Fatma Bozyiğit
CUCan Utku
Can Utku
Moharram ChallengerMoharram Challenger
Moharram Challenger


29 August 2022
Verified
Book Chapter
Closed access
PDF file
AKAlireza Khalilipour
Alireza Khalilipour
FBFatma Bozyiğit
Fatma Bozyiğit
CUCan Utku
Can Utku
Moharram ChallengerMoharram Challenger
Moharram Challenger


30 November 2020 in International Journal of Engineering and Innovative Research
Verified
Journal Article
Open access
PDF file
FBFatma Bozyiğit
Fatma Bozyiğit
MŞMurat Şahi̇n
Murat Şahi̇n
TGTolga Gündüz
Tolga Gündüz
CICem Işik
Cem Işik
DKDeniz KILINÇ
Deniz KILINÇ
Risk analysis is a crucial part for classifying applicants in life insurance business. Since the traditional underwriting strategies are time-consuming, recent works have focused on machine learning based methods to make the steps of underwriting more effective and strengthening the supervisory. The aim of this study is to evaluate the linear and non-linear regression-based models to determine the degree of risk. Therefore, four linear and non-linear regression algorithms are trained and evaluated on a life insurance dataset. The parameters of algorithms are optimized using Grid Search approach. The experimental results show that the non-linear regression models achieve more accurate predictions than linear regression models and the LGBM algorithm has the best performance among the all regression models with the highest R2, lowest MAE and RMSE values.