Single-step genomic BLUP for national beef cattle evaluation in US:

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1 Single-step genomic BLUP for national beef cattle evaluation in US: from initial developments to final implementation Daniela Lourenco S. Tsuruta, B.O. Fragomeni, Y. Masuda, I. Aguilar A. Legarra, S. Miller, D. Moser, I. Misztal 11 th WCGALP 2018

2 Angus Main beef cattle breed in USA Genomic Selection since

3 Multistep Genomic Evaluation Records for Calibration 108,211 38,988 57,550 2,253 11, Kachman,

4 Problems with Multistep Big fluctuations in GEBV for new calibration Rank change for bulls with high accuracy Overfitted models 2x the number of traits High genetic correlation between phenotype and MBV 0.8 Marbling Multistep Traditional 4

5 Single-step genomic BLUP (ssgblup) Pedigree Phenotypes SNP ssgblup H 1 =A G 1 A 1 22 Aguilar et al., 2010 GEBV UGA group (2008 now) 5

6 Initial tests of ssgblup for Angus Number of Genotyped Animals 406, , , , , ,354 82, , , ,

7 Ability to predict future performance M animals in pedigree 6M BW and WW 3.4M PWG 52k genotyped animals 18.7k born in M animals in pedigree 8M BW and WW 4.2M PWG 335k genotyped animals 18.7k born in 2016 Predictive ability direct = COR(Y_adj, GEBV) Predictive ability maternal = COR(Y_adj, total_maternal_gebv) 7

8 Ability to predict future performance Predictive Ability Average Gain 0.47 Direct = 25% = 36% 0.23 Maternal 2014 = 8% 2017 = 10% BW WW PWG BLUP ssgblup14 ssgblup17 8

9 USMARC comparisons of ssgblup x multistep USMARC Predictive Ability Correlation with MARC EBV for 143 bulls BW WW YWT 0 BW WW YWT MILK CWT MARB REA FAT MS SS MS SS Kuehn et al.,

10 Genetic trends for carcass traits Marbling Carcass Weight ssgblup Multistep Traditional ssgblup Multistep Traditional 10

11 Increasing number of genotyped animals Number of genotyped animals increased 5-fold from 2014 to ,000 > 2 hours > 700Gb RAM APY ssgblup Borrowed from algorithm to construct A -1 Core and Non-core 1 = G 1 cc G 1 cc Gcn I G APY Mnn 1 GncGcc 1 I Mnn = g ii g ic Gcc 1 g ci Misztal et al.,

12 APY ssgblup in 2014 core APY G -1 G -1 non-core How to choose core animals? 12

13 Correlation (GEBV,GEBV_apy) Correlation (GEBV,GEBV_apy) APY ssgblup in 2014 PWG Core based on accuracy PWG Random Core min 16 Gb 2k 4k 8k 10k 33k Lourenco et al., 2015a Lourenco et al., 2015b 5k 10k 15k 20k Regular inversion = 213 min 230 Gb 13

14 Number of Eigenvalues COR (GEBV,GEBV_APY) How to choose the number of core in APY? Ne, Me, ESM, Eigen of G Limited dimensionality Pocrnic et al., 2016 Misztal, 2016 AAA 82k AAA - 82k , , , % of Variance , NUMBER OF EIGENVALUES 14

15 Additional features in ssgblup Commercial products e.g. GeneMax for non-registered animals Based on SNP effects Accurate SNP effects with APY? 15

16 SNP effects in APY ssgblup a G = λd Z G 1 u G 1 a G 1 Z a a 1 GAPY = λd Z 1 G APY u APY 1 G APY 1 G APY a Gcc 1 = λd Z G 1 CC u APY G 1 cc G 1 cc 16

17 Additional features in ssgblup Interim evaluations Indirect predictions Quick evaluations between official runs Should be comparable to GEBV 17

18 Indirect predictions for young animals W W + α A 1 + α G 1 A 1 u= W y 22 GEBV y = w 1 PA + w 4 DGV w 5 PP GEBV y DGV parent average yield deviation progeny contribution direct genomic value pedigree prediction GEBV = w 1 PA + w 2 YD + w 3 PC + w 4 DGV w 5 PP Lourenco et al.,

19 Problem with Indirect predictions COR(GEBV,DGV) > 0.99 Lourenco et al., 2015 Avg(GEBV) 100 Avg(DGV) 0 Base of SSGBLUP: modelled as a mean in genotyped animals p u g = N 1μ, G Vitezica et al. (2011) μ = (Pedigree base) (Genomic base) 19

20 Correcting for bias of indirect predictions GEBV u ip Za Legarra_2017 Double_Fit Average_GEBV E u a = μ + Z a DGV = GEBV + Z a Lourenco et al.,

21 Issues in the implementation of ssgblup for Angus 1) Omega = 0.7 indicates inflation in GEBV Inbreeding NO Inbreeding Inbreeding Inbreeding Solution: adding inbreeding for A -1 removed inflation in GEBV Omega =

22 Issues in the implementation of ssgblup for Angus 2) Inclusion of external EBV into growth evaluation 10k Red Angus EBV External EBV + genomics was not supported E = external I = internal T = PEV for E Adapted from Legarra et al.,

23 Issues in the implementation of ssgblup for Angus 3) Calving ease evaluation was not quite easy BW + CE in linear-threshold model BLUP = 12 hours 152k genotyped animals APY ssgblup = 4.5 days Scenario Description of parameters correlation with rounds hours pcg rounds alpha beta genomic traditional genomic

24 Issues in the implementation of ssgblup for Angus 4) Accuracy of GEBV Large datasets Impossible to invert d i r and d i p are approximated Accuracy = 1 - LHS -1 (Misztal and Wiggans, 1988) Diag(C ZZ+ ) = PEV ii LHS uu = 1 (λ + di r + d i p ) 24

25 Issues in the implementation of ssgblup for Angus 4) Accuracy of GEBV Z Z+ λa 1 + λ G 1 A 1 22 LHSii uu = 1 (λ + di r + d i p + d i g ) d i r d i p d i g = var_ratio *[Rel + (1 g ii ) + zeta Rel Rel PA ] 25

26 Issues in the implementation of ssgblup for Angus 4) Accuracy of GEBV Cor = 0.87 Avg_True = 0.55 Avg_approx. = 0.50 MSE =

27 Implementation of ssgblup on 7/7/2017 Current Angus evaluation with ~ 450k 19k core Weekly evaluations ~ 18 traits (maternal, categorical, external information) Indirect predictions based on SNP effects a Gcc 1 = λd Z G 1 CC u APY Minimal changes for proven animals Considerable changes for young animals More variation among half- and full-sibs 27

28 Final Remarks ssgblup tests were extensive and took couple of years More stable than multistep Implementation of ssgblup by Angus raised several issues All solved Successful weekly evaluations for 7 months Evaluation with ~450k genotyped animals is possible with APY Implementation of ssgblup for Angus in 2017 set new standards for beef cattle evaluation in USA 28

29 Acknowledgements 29

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