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Table 1 The estimates of the QTL parameters and their standard deviations obtained from the proposed method under different levels of degree of freedom.

From: Bayesian shrinkage mapping of quantitative trait loci in variance component models

d.f.

Position

QTL variance

Population mean

Polygenic variance

Residual variance

 

QTL1

QTL 2

QTL 3

QTL 1

QTL2

QTL3

   

3

11

45

75

0.827

(0.363)

1.314

(0.232)

0.592

(0.210)

0.029

(0.003)

0.827

(0.363)

1.164

(1.181)

15

11

45

75

0.481

(0.178)

1.358

(0.198)

0.584

(0.247)

0.028

(0.005)

0.812

(0.373)

1.182

(0.074)

30

11

45

75

0.508

(0.186)

1.329

(0.241)

0.602

(0.222)

0.034

(0.004)

0.849

(0.380)

1.151

(0.178)

50

10

45

75

0.784

(0.376)

1.333

(0.214)

0.635

(0.175)

0.031

(0.004)

0.784

(0.376)

1.181

(0.173)

100

10

45

74

0.834

(0.364)

1.353

(0.217)

0.637

(0.203)

0.036

(0.003)

0.834

(0.364)

1.162

(0.172)

150

10

45

76

0.786

(0.336)

1.356

(0.242)

0.647

(0.154)

0.030

(0.003)

0.786

(0.336)

1.178

(0.159)

200

10

46

76

0.875

(0.381)

1.232

(0.288)

0.582

(0.186)

0.029

(0.005)

0.87

(0.381)

1.140

(0.176)

  1. The standard deviations are given in parentheses.