How Many Checks Are Needed per Cycle in a Plant Breeding or Variety Testing Programme?

ABSTRACT Check varieties are used in plant breeding and variety testing for a number of reasons. One important use of checks is to provide connectivity between years, which facilitates comparison among genotypes of interest that are tested in different years. When long‐term data are available, such comparisons allow an assessment of realized genetic gain (RGG). Here, we consider the question of how many check varieties are needed per cycle for a reliable assessment of RGG. We propose an approach that makes use of variance component estimates for relevant random effects in a linear mixed model and plugs them into an analysis of dummy datasets set up to represent the design options being considered. Our results show that it is useful to employ a larger number of checks and to keep the replacement rate low. Furthermore, there is intercycle information to be recovered, especially when there are few checks and replacement rates are high, so modelling the cycle main effect as random pays off.

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Publication Details

Journal
Plant Breeding
Published
2024-11-11
DOI
https://doi.org/10.1111/pbr.13240
Citations
2
Primary Topic
Genetics and Plant Breeding
Type
article
Field-Weighted Citation Impact
1.20

Funders

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article

How Many Checks Are Needed per Cycle in a Plant Breeding or Variety Testing Programme?

Friedrich Laidig, Hans‐Peter Piepho
2 citations
Plant Breeding
Genetics and Plant Breeding
1.20
article

How Many Checks Are Needed per Cycle in a Plant Breeding or Variety Testing Programme?

Friedrich Laidig, Hans‐Peter Piepho
article en
2 citations

Abstract

ABSTRACT Check varieties are used in plant breeding and variety testing for a number of reasons. One important use of checks is to provide connectivity between years, which facilitates comparison among genotypes of interest that are tested in different years. When long‐term data are available, such comparisons allow an assessment of realized genetic gain (RGG). Here, we consider the question of how many check varieties are needed per cycle for a reliable assessment of RGG. We propose an approach that makes use of variance component estimates for relevant random effects in a linear mixed model and plugs them into an analysis of dummy datasets set up to represent the design options being considered. Our results show that it is useful to employ a larger number of checks and to keep the replacement rate low. Furthermore, there is intercycle information to be recovered, especially when there are few checks and replacement rates are high, so modelling the cycle main effect as random pays off.

Plant BreedingVol. 144(2)
University of Hohenheim (DE)
Purdue University, Deutsche Forschungsgemeinschaft
Openalex Percentile: Top 16%
Genetics and Plant Breeding
1.20
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