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AUTALASSO: an automatic adaptive LASSO for genome-wide prediction

  • Patrik Waldmann
  • , Maja Ferencakovic
  • , Gabor Meszaros
  • , Negar Khayatzadeh
  • , Ino Curik
  • , Johann Soelkner

    Publication: Contribution to journalJournal articlepeer-review

    Abstract

    BackgroundGenome-wide prediction has become the method of choice in animal and plant breeding. Prediction of breeding values and phenotypes are routinely performed using large genomic data sets with number of markers on the order of several thousands to millions. The number of evaluated individuals is usually smaller which results in problems where model sparsity is of major concern. The LASSO technique has proven to be very well-suited for sparse problems often providing excellent prediction accuracy. Several computationally efficient LASSO algorithms have been developed, but optimization of hyper-parameters can be demanding.ResultsWe have developed a novel automatic adaptive LASSO (AUTALASSO) based on the alternating direction method of multipliers (ADMM) optimization algorithm. The two major hyper-parameters of ADMM are the learning rate and the regularization factor. The learning rate is automatically tuned with line search and the regularization factor optimized using Golden section search. Results show that AUTALASSO provides superior prediction accuracy when evaluated on simulated and real bull data compared to the adaptive LASSO, LASSO and ridge regression implemented in the popular glmnet software.ConclusionsThe AUTALASSO provides a very flexible and computationally efficient approach to GWP, especially when it is important to obtain high prediction accuracy and genetic gain. The AUTALASSO also has the capability to perform GWAS of both additive and dominance effects with smaller prediction error than the ordinary LASSO.
    Original languageEnglish
    Article number167
    Number of pages10
    JournalBMC Bioinformatics
    Volume20
    DOIs
    Publication statusPublished - 2019

    Keywords

    • Genomic selection
    • GWAS
    • Regularization
    • Mathematical optimization
    • Proximal algorithms

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