Table A.6.

Panel ordinal logit regressions on likeliness to participate in public goods game.

 (1)(2)(3)(4)
 Null modelWith statement dummiesWith individual characteristicsWith farm characteristics
cut1    
Constant−1.08−2.63−4.06−4.33
 [−1.20, −0.95][−2.86, −2.39][−4.74, −3.38][−5.15, −3.50]
cut2    
Constant−0.48−1.88−3.32−3.52
 [−0.59, −0.36][−2.11, −1.65][−3.99, −2.64][−4.33, −2.70]
cut3    
Constant−0.05−1.34−2.77−2.94
 [−0.17, 0.06][−1.56, −1.11][−3.44, −2.10][−3.75, −2.12]
cut4    
Constant0.990.01−1.42−1.59
 [0.87, 1.11][−0.21, 0.22][−2.08, −0.76][−2.39, −0.78]
cut5    
Constant1.650.81−0.62−0.80
 [1.51, 1.78][0.59, 1.04][−1.28, 0.04][−1.61, 0.00]
cut6    
Constant2.421.720.280.16
 [2.27, 2.57][1.48, 1.95][−0.39, 0.94][−0.64, 0.97]
sigma2_u    
Constant0.831.451.291.03
 [0.62, 1.03][1.13, 1.77][0.99, 1.58][0.75, 1.31]
STATEMENT = 2 −1.61***−1.58***−1.73***
  [−1.87, −1.35][−1.85, −1.32][−2.03, −1.43]
STATEMENT = 3 0.26**0.28**0.21
  [0.01, 0.51][0.02, 0.53][−0.08, 0.50]
STATEMENT = 4 −0.17−0.14−0.19
  [−0.41, 0.08][−0.39, 0.11][−0.47, 0.10]
STATEMENT = 5 −1.59***−1.57***−1.61***
  [−1.85, −1.34][−1.83, −1.30][−1.91, −1.31]
STATEMENT = 6 −1.77***−1.73***−1.78***
  [−2.03, −1.51][−1.99, −1.47][−2.08, −1.49]
STATEMENT = 7 −2.77***−2.75***−2.87***
  [−3.05, −2.49][−3.03, −2.47][−3.19, −2.55]
STATEMENT = 8 −2.48***−2.46***−2.54***
  [−2.75, −2.21][−2.73, −2.18][−2.85, −2.23]
If indicated being female  −0.61***−0.63***
   [−0.95, −0.26][−1.02, −0.24]
Age in years  −0.02***−0.02***
   [−0.03, −0.01][−0.03, −0.01]
Farm size (ha)   0.00
    [−0.00, 0.00]
Income >250,000 SEK   −0.15
    [−0.52, 0.22]
Share of income from agriculture in percent   −0.00
    [−0.01, 0.00]
Share of farm income from CAP in percent   −0.00
    [−0.01, 0.01]
Livestock units   −0.00
    [−0.00, 0.00]
= 1; if farm is at least partly organic or in transition (else zero)   0.17
    [−0.17, 0.51]
= 1 if some experience with agri-environmental schemes   −0.02
    [−0.32, 0.29]
Observations3,1903,1903,1182,403
Log Likelihood−5762.14−5296.58−5178.48−4033.88
 (1)(2)(3)(4)
 Null modelWith statement dummiesWith individual characteristicsWith farm characteristics
cut1    
Constant−1.08−2.63−4.06−4.33
 [−1.20, −0.95][−2.86, −2.39][−4.74, −3.38][−5.15, −3.50]
cut2    
Constant−0.48−1.88−3.32−3.52
 [−0.59, −0.36][−2.11, −1.65][−3.99, −2.64][−4.33, −2.70]
cut3    
Constant−0.05−1.34−2.77−2.94
 [−0.17, 0.06][−1.56, −1.11][−3.44, −2.10][−3.75, −2.12]
cut4    
Constant0.990.01−1.42−1.59
 [0.87, 1.11][−0.21, 0.22][−2.08, −0.76][−2.39, −0.78]
cut5    
Constant1.650.81−0.62−0.80
 [1.51, 1.78][0.59, 1.04][−1.28, 0.04][−1.61, 0.00]
cut6    
Constant2.421.720.280.16
 [2.27, 2.57][1.48, 1.95][−0.39, 0.94][−0.64, 0.97]
sigma2_u    
Constant0.831.451.291.03
 [0.62, 1.03][1.13, 1.77][0.99, 1.58][0.75, 1.31]
STATEMENT = 2 −1.61***−1.58***−1.73***
  [−1.87, −1.35][−1.85, −1.32][−2.03, −1.43]
STATEMENT = 3 0.26**0.28**0.21
  [0.01, 0.51][0.02, 0.53][−0.08, 0.50]
STATEMENT = 4 −0.17−0.14−0.19
  [−0.41, 0.08][−0.39, 0.11][−0.47, 0.10]
STATEMENT = 5 −1.59***−1.57***−1.61***
  [−1.85, −1.34][−1.83, −1.30][−1.91, −1.31]
STATEMENT = 6 −1.77***−1.73***−1.78***
  [−2.03, −1.51][−1.99, −1.47][−2.08, −1.49]
STATEMENT = 7 −2.77***−2.75***−2.87***
  [−3.05, −2.49][−3.03, −2.47][−3.19, −2.55]
STATEMENT = 8 −2.48***−2.46***−2.54***
  [−2.75, −2.21][−2.73, −2.18][−2.85, −2.23]
If indicated being female  −0.61***−0.63***
   [−0.95, −0.26][−1.02, −0.24]
Age in years  −0.02***−0.02***
   [−0.03, −0.01][−0.03, −0.01]
Farm size (ha)   0.00
    [−0.00, 0.00]
Income >250,000 SEK   −0.15
    [−0.52, 0.22]
Share of income from agriculture in percent   −0.00
    [−0.01, 0.00]
Share of farm income from CAP in percent   −0.00
    [−0.01, 0.01]
Livestock units   −0.00
    [−0.00, 0.00]
= 1; if farm is at least partly organic or in transition (else zero)   0.17
    [−0.17, 0.51]
= 1 if some experience with agri-environmental schemes   −0.02
    [−0.32, 0.29]
Observations3,1903,1903,1182,403
Log Likelihood−5762.14−5296.58−5178.48−4033.88

95 per cent confidence intervals in brackets. *P < 0.10, **P < 0.05, ***P < 0.01.

Table A.6.

Panel ordinal logit regressions on likeliness to participate in public goods game.

 (1)(2)(3)(4)
 Null modelWith statement dummiesWith individual characteristicsWith farm characteristics
cut1    
Constant−1.08−2.63−4.06−4.33
 [−1.20, −0.95][−2.86, −2.39][−4.74, −3.38][−5.15, −3.50]
cut2    
Constant−0.48−1.88−3.32−3.52
 [−0.59, −0.36][−2.11, −1.65][−3.99, −2.64][−4.33, −2.70]
cut3    
Constant−0.05−1.34−2.77−2.94
 [−0.17, 0.06][−1.56, −1.11][−3.44, −2.10][−3.75, −2.12]
cut4    
Constant0.990.01−1.42−1.59
 [0.87, 1.11][−0.21, 0.22][−2.08, −0.76][−2.39, −0.78]
cut5    
Constant1.650.81−0.62−0.80
 [1.51, 1.78][0.59, 1.04][−1.28, 0.04][−1.61, 0.00]
cut6    
Constant2.421.720.280.16
 [2.27, 2.57][1.48, 1.95][−0.39, 0.94][−0.64, 0.97]
sigma2_u    
Constant0.831.451.291.03
 [0.62, 1.03][1.13, 1.77][0.99, 1.58][0.75, 1.31]
STATEMENT = 2 −1.61***−1.58***−1.73***
  [−1.87, −1.35][−1.85, −1.32][−2.03, −1.43]
STATEMENT = 3 0.26**0.28**0.21
  [0.01, 0.51][0.02, 0.53][−0.08, 0.50]
STATEMENT = 4 −0.17−0.14−0.19
  [−0.41, 0.08][−0.39, 0.11][−0.47, 0.10]
STATEMENT = 5 −1.59***−1.57***−1.61***
  [−1.85, −1.34][−1.83, −1.30][−1.91, −1.31]
STATEMENT = 6 −1.77***−1.73***−1.78***
  [−2.03, −1.51][−1.99, −1.47][−2.08, −1.49]
STATEMENT = 7 −2.77***−2.75***−2.87***
  [−3.05, −2.49][−3.03, −2.47][−3.19, −2.55]
STATEMENT = 8 −2.48***−2.46***−2.54***
  [−2.75, −2.21][−2.73, −2.18][−2.85, −2.23]
If indicated being female  −0.61***−0.63***
   [−0.95, −0.26][−1.02, −0.24]
Age in years  −0.02***−0.02***
   [−0.03, −0.01][−0.03, −0.01]
Farm size (ha)   0.00
    [−0.00, 0.00]
Income >250,000 SEK   −0.15
    [−0.52, 0.22]
Share of income from agriculture in percent   −0.00
    [−0.01, 0.00]
Share of farm income from CAP in percent   −0.00
    [−0.01, 0.01]
Livestock units   −0.00
    [−0.00, 0.00]
= 1; if farm is at least partly organic or in transition (else zero)   0.17
    [−0.17, 0.51]
= 1 if some experience with agri-environmental schemes   −0.02
    [−0.32, 0.29]
Observations3,1903,1903,1182,403
Log Likelihood−5762.14−5296.58−5178.48−4033.88
 (1)(2)(3)(4)
 Null modelWith statement dummiesWith individual characteristicsWith farm characteristics
cut1    
Constant−1.08−2.63−4.06−4.33
 [−1.20, −0.95][−2.86, −2.39][−4.74, −3.38][−5.15, −3.50]
cut2    
Constant−0.48−1.88−3.32−3.52
 [−0.59, −0.36][−2.11, −1.65][−3.99, −2.64][−4.33, −2.70]
cut3    
Constant−0.05−1.34−2.77−2.94
 [−0.17, 0.06][−1.56, −1.11][−3.44, −2.10][−3.75, −2.12]
cut4    
Constant0.990.01−1.42−1.59
 [0.87, 1.11][−0.21, 0.22][−2.08, −0.76][−2.39, −0.78]
cut5    
Constant1.650.81−0.62−0.80
 [1.51, 1.78][0.59, 1.04][−1.28, 0.04][−1.61, 0.00]
cut6    
Constant2.421.720.280.16
 [2.27, 2.57][1.48, 1.95][−0.39, 0.94][−0.64, 0.97]
sigma2_u    
Constant0.831.451.291.03
 [0.62, 1.03][1.13, 1.77][0.99, 1.58][0.75, 1.31]
STATEMENT = 2 −1.61***−1.58***−1.73***
  [−1.87, −1.35][−1.85, −1.32][−2.03, −1.43]
STATEMENT = 3 0.26**0.28**0.21
  [0.01, 0.51][0.02, 0.53][−0.08, 0.50]
STATEMENT = 4 −0.17−0.14−0.19
  [−0.41, 0.08][−0.39, 0.11][−0.47, 0.10]
STATEMENT = 5 −1.59***−1.57***−1.61***
  [−1.85, −1.34][−1.83, −1.30][−1.91, −1.31]
STATEMENT = 6 −1.77***−1.73***−1.78***
  [−2.03, −1.51][−1.99, −1.47][−2.08, −1.49]
STATEMENT = 7 −2.77***−2.75***−2.87***
  [−3.05, −2.49][−3.03, −2.47][−3.19, −2.55]
STATEMENT = 8 −2.48***−2.46***−2.54***
  [−2.75, −2.21][−2.73, −2.18][−2.85, −2.23]
If indicated being female  −0.61***−0.63***
   [−0.95, −0.26][−1.02, −0.24]
Age in years  −0.02***−0.02***
   [−0.03, −0.01][−0.03, −0.01]
Farm size (ha)   0.00
    [−0.00, 0.00]
Income >250,000 SEK   −0.15
    [−0.52, 0.22]
Share of income from agriculture in percent   −0.00
    [−0.01, 0.00]
Share of farm income from CAP in percent   −0.00
    [−0.01, 0.01]
Livestock units   −0.00
    [−0.00, 0.00]
= 1; if farm is at least partly organic or in transition (else zero)   0.17
    [−0.17, 0.51]
= 1 if some experience with agri-environmental schemes   −0.02
    [−0.32, 0.29]
Observations3,1903,1903,1182,403
Log Likelihood−5762.14−5296.58−5178.48−4033.88

95 per cent confidence intervals in brackets. *P < 0.10, **P < 0.05, ***P < 0.01.

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