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Table 1 Parameter estimates of interacting QTLs for root numbers in a full-sib family of poplars

From: Multiallelic epistatic model for an out-bred cross and mapping algorithm of interactive quantitative trait loci

Parameter

Estimate

 

L2 G 3592

L2 P 422

L2 P 667

L2 O 286

L2 P 422

L6 P 2235

QTL 1 Position

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L2 O 10

L2 P 667

L2 G 876

L2 O 222

L2 P 667

L6 G 1809

 

L2 P 422

L4 P 2696

L7 G 3269

L12 P 2786

L14 P 2786

L12 P 2786

QTL 2 Position

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L2 P 667

L4 G 1589

L7 G 1629

L12 O 149

L14 O 149

L12 O 149

μ

2.0536

2.0578

2.0306

2.088

2.0438

2.0715

α 1

-0.0081

0.0382

0.0113

-0.0462

0.0457

0.1275

β 1

-0.1126

-0.1637

-0.2318

-0.181

-0.2119

0.0394

γ 1

0.0452

0.1798

0.0907

0.1888

0.1785

0.1662

α 2

0.0584

-0.0607

-0.0344

-0.1208

-0.0281

-0.0667

β 2

-0.1898

-0.0096

-0.1207

0.0073

0.0758

0.0067

γ 2

0.1276

-0.1329

0.1373

0.1029

0.1241

0.0435

I αα

-0.0638

-0.1602

-0.0113

-0.1002

0.1761

-0.0693

I αβ

0.0329

-0.1755

0.0945

-0.1029

-0.0044

0.1519

I βα

0.0535

-0.0064

0.0306

-0.2074

-0.0799

-0.1880

I ββ

0.1380

0.0480

-0.1335

-0.3300

0.0738

-0.1594

J αγ

-0.0498

0.0886

-0.0412

-0.0422

0.0613

0.0721

J βγ

0.0592

0.0309

0.0317

0.1105

-0.1096

0.0716

K γα

-0.0006

0.1228

0.054

-0.018

0.0165

0.2394

K γβ

-0.0928

-0.0063

-0.1124

-0.0905

-0.0433

-0.1011

L γγ

-0.0979

0.0886

-0.04

-0.1476

-0.0011

0.1952

σ 2

0.187

0.1481

0.1809

0.0763

0.1549

0.0808

LR

40.9709

51.6811

46.4261

50.3592

47.6986

52.4637

LR 0.05

39.6061

46.4006

42.7068

45.3719

42.5698

48.0733