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Table 3 Summary of results for the simulated data with only main effects

From: Fast empirical Bayesian LASSO for multiple quantitative trait locus mapping

Algorithm

Parametersâ—‡

PE ± STE*

Number of effects†‡

CPU time (sec)

 

(0.001, 0.001)

11.52 ± 0.5677

14/0

11.1

1.2

 

(0.01, 0.01)

11.52 ± 0.578

16/0

10.53

1.3

 

(0.05, 0.05)

11.36 ± 0.6088

17/0

10.32

1.1

 

(0.1, 0.1)

11.23 ± 0.5571

17/0

10.32

1.1

 

(0.5, 0.5)

11.32 ± 0.5937

17/0

10.34

1.1

EBLASSO

(1, 1)

11.4 ± 0.5929

16/0

10.64

1.1

 

(0.5, 0.1)

11.57 ± 0.5593

15/0

10.83

1.3

 

(-0.5, 0.1)

10.87 ± 0.5599

17/0

10.31

1.6

 

(-0.75, 0.1)

10.78 ± 0.5646

20/5

9.52

1.5

 

(-0.95, 0.1)

11.09 ± 0.5045

22/20

8.71

1.4

 

(-1, 0.0001)

17.73 ± 2.0244

9/0

16.07

1491.9

 

(-1, 0.0005)

15.81 ± 2.5732

16/0

11.66

1676.0

EB

(-1, 0.001)

12.21 ± 1.7635

17/2

10.65

1657.9

 

(-1, 0.01)

10.69 ± 0.9903

19/4

9.05

1954.9

 

(-1, 0.1)

11.63 ± 0.5743

20/20

7.29

2222.7

RVM

-

-

20/42

7.81

268.7

 

0.1347

10.77 ± 0.4583

16/27

9.47

0.7

 

0.0850

10.52 ± 0.4442

20/49

8.89

0.7

LASSO

0.0675

10.50 ± 0.5248

20/48

8.63

0.7

 

0.0536

10.52 ± 0.4382

19/35

8.28

0.7

 

0.0338

10.59 ± 0.4434

17/2

7.35

0.7

  1. ◇ Parameters are (a, b) for the EBLASSO, (τ, ω) for the EB and λ for the LASSO.
  2. *The average PE and the standard error were obtained from ten-fold cross validation.
  3. †The number of detected effects and residual variance were obtained using all 1000 samples not from cross validation.
  4. ‡The first number is the number of true positive effects; the second number is number of false positive effects. All the effects counted have a p-value ≤ 0.05.