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Table 5 Average VC estimates across replicates (averaged standard error) in the simulation study

From: Effect of genomic selection and genotyping strategy on estimation of variance components in animal models using different relationship matrices

Selection method in simulation

Analysis model

Analysis genotyping strategy and proportion (%)

\(\hat{\sigma }_{a}^{2}\) (SE)

\(\hat{\sigma }_{e}^{2}\) (SE)

Scenario 1: H-AM with 20% selective genotyping in SR21-40

H-AM

Selective

10

13,358 (635)ab

22,358 (324)ab

20

40,597 (729)ab

11,904 (243)ab

30

55,051 (639)ab

8695 (136)ab

Random

10

9265 (469)

24,231 (270)ab

20

8967 (440)

24,382 (243)

30

8873 (421)

24,461 (223)

A-AM

  

11,475 (544)ab

23,148 (312)56

Scenario 2: H-AM with 20% random genotyping in SR21-40

H-AM

Selective

10

13,370 (641)ab

22,379 (328)ab

20

43,302 (697)ab

10,911 (223)ab

30

55,735 (635)ab

8462 (133)ab

Random

10

8645 (449)b

24,581 (265)

20

8408 (423)b

24,729 (241)

30

8507 (410)b

24,689 (222)

A-AM

  

9598 (477)a

24,125 (289)ab

Scenario 3: A-AM in SR1-40

H-AM

Selective

10

11,402 (561)ab

23,346 (305)ab

20

37,343 (735)ab

12,947 (260)ab

30

53,307 (633)ab

9037 (142)ab

Random

10

8347 (441)b

24,825 (267)

20

8427 (425)b

24,789 (244)

30

8470 (404)b

24,740 (223)

A-AM

  

8206 (433)b

24,902 (278)

  1. \(\hat{\sigma }_{a}^{2}\): genetic variance; \(\hat{\sigma }_{e}^{2}\): residual variance
  2. H-AM animal model with combined pedigree-based and genomic relationship matrix, A-AM animal model with pedigree-based relationship matrix
  3. aSignificantly different from the A-AM variance in Scenario 3 (P < 0.05)
  4. bSignificantly different from the base-population variances (P < 0.05)