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Applying gradient tree boosting to QTL mapping with Shapley additive explanations

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Applying gradient tree boosting to QTL mapping with Shapley additive explanations

国立国会図書館請求記号
Z54-J372
国立国会図書館書誌ID
034474597
資料種別
記事
著者
Tomohiro Ishibashiほか
出版者
Kyoto : Japanese Society of Breeding
出版年
2025-12
資料形態
掲載誌名
Breeding science 75(5):2025.12
掲載ページ
p.378-391
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資料種別
記事
著者・編者
Tomohiro Ishibashi
Akio Onogi
タイトル(掲載誌)
Breeding science
巻号年月日等(掲載誌)
75(5):2025.12
掲載巻
75
掲載号
5
掲載ページ
378-391
掲載年月日(W3CDTF)
2025-12
ISSN(掲載誌)
1344-7610
ISSN-L(掲載誌)
1344-7610
出版事項(掲載誌)
Kyoto : Japanese Society of Breeding
出版地(国名コード)
JP
本文の言語コード
eng
NDLC
対象利用者
一般
所蔵機関
国立国会図書館
請求記号
Z54-J372
連携機関・データベース
国立国会図書館 : 国立国会図書館雑誌記事索引
書誌ID(NDLBibID)
034474597
整理区分コード
632

デジタル

要約等
<p>Mapping quantitative trait loci (QTLs) is one of the major goals of quantitative genetics; however, identifying the interactions between QTLs (i.e., epistasis) remains challenging. Recently developed machine learning methods, such as deep learning and gradient boosting, are transforming the real world. These methods could advance QTL mapping methodologies because of their high capability for capturing complex relationships among features. One problem with applying such complex models to QTL mapping is the evaluation of feature importance. In this study, XGBoost, a popular gradient tree boosting algorithm, was applied for QTL mapping in biparental populations with Shapley additive explanations (SHAPs). SHAP is a local (i.e., instance-wise) importance index with the desired properties as feature importance indices. The SHAP-assisted XGBoost (SHAP-XGB) was compared with conventional methods, including composite interval mapping (CIM), multiple interval mapping (MIM), inclusive CIM (ICIM), and BayesC, using simulations and rice heading date data. SHAP-XGB performed comparably to CIM, MIM, ICIM, and BayesC in mapping main QTL effects and was superior to MIM, ICIM, and BayesC in mapping QTL interaction effects. As SHAP can evaluate local importance, interactions between markers can be visualized by plotting SHAP interaction values for each instance (plant/line). These results illustrated the strength of SHAP-XGB in detecting and interpreting epistatic QTLs and suggest the possibility that SHAP-XGB complements conventional methods.</p>
DOI
10.1270/jsbbs.24083
オンライン閲覧公開範囲
インターネット公開
連携機関・データベース
科学技術振興機構 : J-STAGE

デジタル

要約等
<p>Mapping quantitative trait loci (QTLs) is one of the major goals of quantitative genetics; however, identifying the interactions between QTLs (i.e., epistasis) remains challenging. Recently developed machine learning methods, such as deep learning and gradient boosting, are transforming the real world. These methods could advance QTL mapping methodologies because of their high capability for capturing complex relationships among features. One problem with applying such complex models to QTL mapping is the evaluation of feature importance. In this study, XGBoost, a popular gradient tree boosting algorithm, was applied for QTL mapping in biparental populations with Shapley additive explanations (SHAPs). SHAP is a local (i.e., instance-wise) importance index with the desired properties as feature importance indices. The SHAP-assisted XGBoost (SHAP-XGB) was compared with conventional methods, including composite interval mapping (CIM), multiple interval mapping (MIM), inclusive CIM (ICIM), and BayesC, using simulations and rice heading date data. SHAP-XGB performed comparably to CIM, MIM, ICIM, and BayesC in mapping main QTL effects and was superior to MIM, ICIM, and BayesC in mapping QTL interaction effects. As SHAP can evaluate local importance, interactions between markers can be visualized by plotting SHAP interaction values for each instance (plant/line). These results illustrated the strength of SHAP-XGB in detecting and interpreting epistatic QTLs and suggest the possibility that SHAP-XGB complements conventional methods.</p>
参照
pROC: an open-source package for R and S+ to analyze and compare ROC curves
A penalized maximum likelihood method for estimating epistatic effects of QTL
A Bayesian model for detection of high-order interactions among genetic variants in genome-wide association studies
Mapping Epistatic Quantitative Trait Loci With One-Dimensional Genome Searches
R/qtl: QTL mapping in experimental crosses
Detecting epistasis with the marginal epistasis test in genetic mapping studies of quantitative traits
Gene–gene interaction detection with deep learning
A new method for exploring gene–gene and gene–environment interactions in GWAS with tree ensemble methods and SHAP values
Toward integration of genomic selection with crop modelling: the development of an integrated approach to predicting rice heading dates
XGBoost
Extension of the bayesian alphabet for genomic selection
Estimation of Quantitative Trait Locus Effects with Epistasis by Variational Bayes Algorithms
Genetic control of flowering time in rice: integration of Mendelian genetics and genomics
Characterization and detection of epistatic interactions of 3 QTLs, Hd1, Hd2, and Hd3, controlling heading date in rice using nearly isogenic lines
Mapping epistatic quantitative trait loci
An R package VIGoR for joint estimation of multiple linear learners with variational Bayesian inference
Molecular basis of heading date control in rice
Explaining individual predictions when features are dependent: More accurate approximations to Shapley values
Axiomatic characterizations of probabilistic and cardinal-probabilistic interaction indices
Natural Variation in OsPRR37 Regulates Heading Date and Contributes to Rice Cultivation at a Wide Range of Latitudes
A Modified Algorithm for the Improvement of Composite Interval Mapping
Sure Independence Screening for Ultrahigh Dimensional Feature Space
Genetic Interactions Among Ghd7, Ghd8, OsPRR37 and Hd1 Contribute to Large Variation in Heading Date in Rice
"Why Should I Trust You?"
Inclusive composite interval mapping (ICIM) for digenic epistasis of quantitative traits in biparental populations
High resolution of quantitative traits into multiple loci via interval mapping.
Mapping mendelian factors underlying quantitative traits using RFLP linkage maps.
Precision mapping of quantitative trait loci.
The Role of Casein Kinase II in Flowering Time Regulation Has Diversified during Evolution
Identification of quantitative trait loci controlling heading date in rice using a high-density linkage map
<i>Hd6</i> , a rice quantitative trait locus involved in photoperiod sensitivity, encodes the α subunit of protein kinase CK2
QTL IciMapping: Integrated software for genetic linkage map construction and quantitative trait locus mapping in biparental populations
Multiple Interval Mapping for Quantitative Trait Loci
<i>DTH8</i> Suppresses Flowering in Rice, Influencing Plant Height and Yield Potential Simultaneously
17. A Value for n-Person Games
連携機関・データベース
国立情報学研究所 : CiNii Research
提供元機関・データベース
Japan Link Center
雑誌記事索引データベース
Crossref
書誌ID(NDLBibID)
034474597