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Table 3 Parameter estimates and model evaluation of the ln (BAI) date models for beech and oak

From: Tree species diversity impacts average radial growth of beech and oak trees in Belgium, not their long-term growth trend

Beech (n = 3095)

oak (n = 3978)

Df

p > |t|

Fixed effects

Estimate

SE

Df

p > |t|

Estimate

SE

Intercept

3.4389

0.1030

2941

< 0.0001

8.0459

0.0620

3904

< 0.0001

poly (Dp)1

11.0569

2.7688

2941

0.0001

12.2897

2.9592

3904

< 0.0001

poly (Dp)2

−16.1505

1.5582

2941

< 0.0001

−10.0370

1.5731

3904

< 0.0001

BAL

−2.1*10−5

3.2*10−6

70

< 0.0001

−1.80*10− 5

3.1*10− 6

68

< 0.0001

SWBA

0.2054

0.0528

70

0.0002

    

poly (year)1

4.3896

1.2802

2941

0.0006

4.6529

1.2740

3904

0.0003

poly (year)2

3.0445

0.8343

2941

0.0003

2.7191

0.8727

3904

0.0018

poly (year)3

−1.6641

0.7491

2941

0.0264

    

SE random effect

Intercept

Dp

error

 

Intercept

Dp

error

 
 

0.6272

0.0015

0.3993

 

0.2220

0.0007

0.3799

 

Model evaluation

R2f

R2m

rRMSE

AIC

R2f

R2m

rRMSE

AIC

 

0.644

0.397

11.159

2208

0.580

0.351

3.014

1573

  1. Dp (previous year diameter, cm), BAL (basal area of trees larger than the cored tree, m2), SWBA (scaled Shannon diversity index), poly (Dp) and poly (year) estimates of orthogonal polynomial of Dp and year respectively with superscript indicating the degree, R2f (pseudo- R2 of the full model), R2m (pseudo- R2 of the marginal model), rRMSE (relative root mean squared error) and AIC (Akaike Information Criteria)