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Table 5 Model selection for two-level mixed-effects log-binomial regression models for farrowed sows

From: Culling in served females and farrowed sows at consecutive parities in Spanish pig herds

 

Model specification

pseudo-AIC

     

Model for culling risk of farrowed sows

      
 

Fixed effecta,b

Random effect

Consecutive parities

Model No.

HG

PBA

SB

Interaction

Interaction

Interaction

Herds

1

2

3

4

5

6

HG × PBA

HG × SB

PBA × SB

1

     

34,280

24,293

26,657

28,691

32,820

39,007

2

 

    

34,062

23,631

25,841

27,850

31,659

NC

3

  

   

34,136

24,145

26,505

28,510

32,542

38,858

4

33,970

23,516

25,717

27,716

31,472

37,658

5

 

33,976

23,511

25714c

27,713

31,488

37,672

6

 

33,967

23,534

25,729

27,727

31,484

NC

7

 

33,968

23,512

25,718

27,713

31469c

37655c

8

  

33,974

23508c

25,715

27710c

31,486

37,670

9

 

 

33,973

23,530

25,727

27,723

31,498

NC

10

  

33,965

23,532

25,733

27,723

31,481

NC

11

 

  

34,067

23,611

25,818

27,835

31,646

NC

12

 

  

33964c

23,537

25,745

27,731

31,486

37,668

13

 

 

 

34,140

24,146

26,494

28,507

32,545

38,857

14

   

33,971

23,528

25,730

27,719

31,498

NC

COVTEST for Model

 

<0.01

<0.01

<0.01

<0.01

<0.01

<0.01

  1. HG herd groups, PBA pigs born alive, SB stillborn piglets
  2. aEntry years were included into all models
  3. bThe univariate models were not shown because the AIC were higher than those shown in Models 1–3
  4. cFinal model is selected by the lowest pseudo-AIC
  5. NC means the models did not converge