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Marker-based screening of maize inbred lines using support vector machine regression
Authors:Steven Maenhout  Bernard De Baets  Geert Haesaert  Erik Van Bockstaele
Institution:(1) Department of Plant Production, University College Ghent, Voskenslaan 270, Ghent, 9000, Belgium;(2) Department of Applied Mathematics, Biometrics and Process Control, Ghent University, Coupure links 653, Ghent, 9000, Belgium;(3) Department of Plant Production, Ghent University, Coupure links 653, Ghent, 9000, Belgium;(4) ILVO, Institute for Agricultural and Fisheries Research, Van Gansberghelaan 96, Merelbeke, 9820, Belgium
Abstract:The phenomenon of heterosis is widely used in hybrid breeding programmes, despite the fact that no satisfactory molecular explanation is available. Estimators of quantitative genetic components like GCA and SCA values are tools used by the plant breeder to identify superior parental individuals and to search for high heterosis combinations. Obtaining these estimators usually requires the creation of new parental combinations and testing their offspring in multi-environment field trials. In this study we explore the use of ɛ-insensitive Support Vector Machine Regression (ɛ-SVR) for the prediction of GCA and SCA values from the molecular marker scores of parental inbred lines as an alternative to these field trials. Prediction accuracies are obtained by means of cross-validation on a grain maize data set from the private breeding company RAGT R2n. Results indicate that the proposed method allows the routine screening of new inbred lines despite the fact that predicting the SCA value of an untested hybrid remains problematic with the available molecular marker information and standard kernel functions. The genotypical performance of a testcross hybrid, originating from a cross between an untested inbred line and a well-known complementary tester, can be predicted with moderate to high accuracy while this cannot be said for a cross between two untested inbred lines.
Keywords:BLUP  Heterosis  Maize  Molecular markers  Support Vector Machine Regression
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