Chuanyu Sun and Paul VanRaden National Association of Animal Breeders (NAAB) Animal Genomics and Improvement Laboratory (AGIL) Genomic Relationships for.

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Chuanyu Sun and Paul VanRaden National Association of Animal Breeders (NAAB) Animal Genomics and Improvement Laboratory (AGIL) Genomic Relationships for Mating Programs Chuanyu Sun 08/05/2014 CDCB Open Session for Industry

Introduction Computerized mating programs have helped breeders reduce pedigree inbreeding by identifying matings between animals with fewer ancestors in common than average In genomic era, dense single nucleotide polymorphism (SNP) markers across the whole genome have been widely used for genomic selection Pedigree relationship Genomic relationship

Introduction Pedigree relationship Genomic relationship The realized relationship The expected relationship

Introduction Inbreeding should be controlled on the same basis as used to estimate breeding values (Sonesson et al. 2012)  Pedigree-based inbreeding control with traditional pedigree- based method estimated breeding values  Genome-based inbreeding control with genome-based estimated breeding values New programs to minimize genomic inbreeding by comparing genotypes of potential mates should be developed and implemented by breed associations, AI organizations, and on-farm software providers

Genomic relationship The Genomic relationship file given bulls and cows ID is ready to create routinely by CDCB since Aug, 2014 This file includes all the genotyped females and a list of bulls

Genomic relationship Which bulls were included ? HO: The 3,300 potential sires are: 800 A - Active bulls 500 I – Inactive bulls that breeders are still using 1000 G - Genomic young sire – semen being marketed C - High Ranking Elite sires – Collected but not yet made available 1.Within each category, bulls would be sorted by NM$ with the highest ones taken first 2.Extra criteria: the top 500 Inactive bulls would also need to have a minimum production and type reliability of at least 95%. This way is to ensure that we are selecting the popular Inactive bulls. 3.Other breeds limit reliability >90%

Genomic relationship Each approved CDCB member organization would receive their own copy of the file One breed one file The CDCB would create the large file 3 times per year. Then at each monthly genomic update, providing a monthly update file for new females with the Previously identified bulls

How to earn benefit Mating strategies

How to earn benefit Mean expect progeny values (EPV) GLNM is Genomic lifetime net merit B LNM is defined as the loss of LNM per 1% inbreeding, B LNM =$23.11 EFI is expected future inbreeding, G sire,dam is the genomic relationship between sire and dam

How to earn benefit Mating strategies Random mating (RD) EPV ij females bulls Linear programming (LP) Sequential selection of least-related mates (SM)

How to earn benefit Mating programsBrown SwissJerseyHolstein Males850 females79500 Example data

How to earn benefit Example data – increased Progeny values Selected bullsMating method Mate Inbreeding source EPV 2 ($) Brown SwissHolsteinJersey Top 50 for genomic LNMLinear programmingGenomic Pedigree Sequential least-related 3 Genomic Pedigree Random Top 50 for traditional LNMLinear programmingGenomic Pedigree Sequential least-related 2 Genomic Pedigree Random Random 50Linear programmingGenomic Pedigree Genomic Pedigree Sequential least-related 2 Genomic Pedigree Genomic Pedigree Random000 2 Relative to randomly selected bulls that were randomly mated 3 Pryce et al. (2012)

How to earn benefit Example data – reducing progeny inbreeding Selected bullsMating method Mate Inbreeding source Progeny inbreeding (%) Brown SwissHolsteinJersey Top 50 for genomic LNMLinear programmingGenomic Pedigree Sequential least-relatedGenomic Pedigree Random Top 50 for traditional LNMLinear programmingGenomic Pedigree Sequential least-relatedGenomic Pedigree Random Random 50Linear programmingGenomic Pedigree Genomic Pedigree Sequential least-relatedGenomic Pedigree Genomic Pedigree Random

1. Expected progeny value was higher when genomic rather than pedigree relationship was used as the mate inbreeding source. 2. Expected progeny value was higher for linear programming than the sequential method, and both of those methods were better than random mating. 3. Expected progeny value was higher when top 50 mated bulls were selected based on genomic LNM rather than traditional LNM or random. 4. Mean genomic inbreeding of progeny was lowest when genomic relationship was used other than pedigree relationship 5. LP is better than SM and RD on control inbreeding of progeny How to earn benefit Example data – summaries

How to earn benefit Total annual value (based on Oct, 2012 data): ($494 - $462)(120989) = $3,871,648 Only by replacing Pedigree relationship using Genomic relationship Selected bullsMating method Mate Inbreeding source EPV ($) Brown SwissHolsteinJersey Top 50 for genomic LNMLinear programming Genomic Pedigree Sequential least-related 3 Genomic Pedigree Random

How to earn benefit Economic benefits will continue to grow as more females are genotyped ($494 - $462)( ) = $7,996,064

Software Implement Genomic relationship Linear programming GLPK Rglpk lpSolve Rsymphony

Software Implement Available The matingProgram package includes two executable files: matingProgram_S1 matingProgram_S2 This package performs 3 functions: I.Create relationship files given bulls ID and female ID II.Create relationship and mating plans files given bulls ID and female ID III.Make mating plans given bulls ID, female ID and relationship file The matingProgram package includes two executable files: matingProgram_S1 matingProgram_S2 This package performs 3 functions: I.Create relationship files given bulls ID and female ID II.Create relationship and mating plans files given bulls ID and female ID III.Make mating plans given bulls ID, female ID and relationship file

Inputs Outputs HOUSA HOUSA HOUSA HOUSA HOUSA HOUSA HOUSA HOUSA HOUSA HOUSA HOUSA HOUSA HOUSA HOUSA HOUSA HOUSA00035SHE7944 HOUSA00035SHE7943 HOUSA00035SHE7948 HOUSA00035SHE7949 Software Implement

Discussions Type trait I. Nonlinear merit function II. M=c + a G + bG 2 (b<0) Intrabreed Mating Pair Selection Methods for Improvement of Nonlinear Merit from Additive Genetic Inheritance: A Review F.R. Allaire Volume 76: 2308–2319, 1993 III.Different approach to assign optimized mating pair Including dominance effect in mating program to earn extra benefit