Department of Animal and Poultry Sciences, Virginia Polytechnic Institute and State University, Blacksburg, VA, USA.
Agronomy Department, University of Florida, Gainesville, FL, USA.
Methods Mol Biol. 2022;2539:269-296. doi: 10.1007/978-1-0716-2537-8_21.
The advent of plant phenomics, coupled with the wealth of genotypic data generated by next-generation sequencing technologies, provides exciting new resources for investigations into and improvement of complex traits. However, these new technologies also bring new challenges in quantitative genetics, namely, a need for the development of robust frameworks that can accommodate these high-dimensional data. In this chapter, we describe methods for the statistical analysis of high-throughput phenotyping (HTP) data with the goal of enhancing the prediction accuracy of genomic selection (GS). Following the Introduction in Sec. 1, Sec. 2 discusses field-based HTP, including the use of unoccupied aerial vehicles and light detection and ranging, as well as how we can achieve increased genetic gain by utilizing image data derived from HTP. Section 3 considers extending commonly used GS models to integrate HTP data as covariates associated with the principal trait response, such as yield. Particular focus is placed on single-trait, multi-trait, and genotype by environment interaction models. One unique aspect of HTP data is that phenomics platforms often produce large-scale data with high spatial and temporal resolution for capturing dynamic growth, development, and stress responses. Section 4 discusses the utility of a random regression model for performing longitudinal modeling. The chapter concludes with a discussion of some standing issues.
植物表型组学的出现,加上下一代测序技术产生的丰富基因型数据,为复杂性状的研究和改良提供了令人兴奋的新资源。然而,这些新技术也给数量遗传学带来了新的挑战,即需要开发能够适应这些高维数据的稳健框架。在本章中,我们描述了用于分析高通量表型(HTP)数据的统计方法,目的是提高基因组选择(GS)的预测准确性。在第 1 节的引言之后,第 2 节讨论了基于现场的 HTP,包括使用无人驾驶飞行器和光探测和测距,以及如何通过利用 HTP 衍生的图像数据来实现更高的遗传增益。第 3 节考虑将常用的 GS 模型扩展为将 HTP 数据作为与主要性状响应(如产量)相关的协变量进行整合。特别关注单性状、多性状和基因型与环境互作模型。HTP 数据的一个独特方面是,表型组学平台通常会生成具有高时空分辨率的大规模数据,以捕捉动态生长、发育和应激反应。第 4 节讨论了随机回归模型在进行纵向建模中的效用。本章最后讨论了一些悬而未决的问题。