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Table 5 Random parameter logit regression results

From: Estimating the supply of oilseed acreage for sustainable aviation fuel production: taking account of farmers’ willingness to adopt

Variable

Kansas

North Dakota

Oklahoma

Pacific Northwest

South Dakota

\({\hat{\beta }}_S\)

\(\underset{\left( 1.81\right) }{0.121^{*}}\)

\(\underset{\left( 0.70\right) }{0.049}\)

\(\underset{\left( 1.76\right) }{0.126^{*}}\)

\(\underset{\left( 2.78\right) }{0.187^{***}}\)

\(\underset{\left( 1.84\right) }{0.371^{*}}\)

\({\hat{\beta }}_T\)

\(\underset{\left( 5.38\right) }{0.368^{***}}\)

\(\underset{\left( 2.06\right) }{0.146^{**}}\)

\(\underset{\left( 0.88\right) }{0.068}\)

\(\underset{\left( 2.92\right) }{0.211^{***}}\)

\(\underset{\left( 1.51\right) }{0.284}\)

\({\hat{\beta }}_W\)

\(\underset{\left( 3.94\right) }{0.273^{***}}\)

\(\underset{\left( -0.59\right) }{-0.041}\)

\(\underset{\left( 0.08\right) }{0.005}\)

\(\underset{\left( 3.04\right) }{0.207^{***}}\)

\(\underset{\left( 1.07\right) }{0.195}\)

\({\hat{\beta }}_C\)

\(\underset{\left( 7.09\right) }{0.460^{***}}\)

\(\underset{\left( 3.26\right) }{0.242^{***}}\)

\(\underset{\left( 3.02\right) }{0.185^{***}}\)

\(\underset{\left( 4.25\right) }{0.317^{***}}\)

\(\underset{\left( 2.96\right) }{0.543^{***}}\)

\({\hat{\beta }}_R\)

\(\underset{\left( 8.53\right) }{0.060^{***}}\)

\(\underset{\left( 7.55\right) }{0.049^{***}}\)

\(\underset{\left( 4.07\right) }{0.032^{***}}\)

\(\underset{\left( 4.43\right) }{0.026^{***}}\)

\(\underset{\left( 3.09\right) }{0.059^{***}}\)

\({\hat{\beta }}_L\)

\(\underset{\left( -5.05\right) }{-0.329^{***}}\)

\(\underset{\left( -1.25\right) }{-0.089}\)

\(\underset{\left( 0.26\right) }{0.019}\)

\(\underset{\left( -2.89\right) }{-0.199^{***}}\)

\(\underset{\left( -1.19\right) }{-0.188}\)

\({\hat{\beta }}_I\)

\(\underset{\left( 5.63\right) }{0.396^{***}}\)

\(\underset{\left( 3.64\right) }{0.279^{***}}\)

\(\underset{\left( 3.83\right) }{0.264^{***}}\)

\(\underset{\left( 4.48\right) }{0.304^{***}}\)

\(\underset{\left( 3.00\right) }{0.577^{***}}\)

\({\hat{\beta }}_O\)

\(\underset{\left( 3.04\right) }{0.017^{***}}\)

\(\underset{\left( 2.01\right) }{0.011^{**}}\)

\(\underset{\left( 3.60\right) }{0.022^{***}}\)

\(\underset{\left( 1.74\right) }{0.012^{*}}\)

\(\underset{\left( 0.87\right) }{0.013}\)

\({\hat{\beta }}_G\)

\(\underset{\left( 5.84\right) }{0.390^{***}}\)

\(\underset{\left( 7.40\right) }{0.543^{***}}\)

\(\underset{\left( 2.04\right) }{0.138^{**}}\)

\(\underset{\left( 2.22\right) }{0.157^{**}}\)

\(\underset{\left( 2.32\right) }{0.504^{**}}\)

Parameters for individual intercepts distributions

\({\hat{\beta }}_0\)

\(\underset{\left( -3.64\right) }{-1.650^{***}}\)

\(\underset{\left( -4.84\right) }{-1.696^{***}}\)

\(\underset{\left( -2.02\right) }{-1.037^{**}}\)

\(\underset{\left( -0.44\right) }{-0.618}\)

\(\underset{\left( 0.56\right) }{0.531}\)

\({\hat{\theta }}_t\)

\(\underset{\left( 1.44\right) }{0.191}\)

\(\underset{\left( 1.31\right) }{0.399}\)

\(\underset{\left( -2.92\right) }{-0.552^{***}}\)

\(\underset{\left( -1.62\right) }{-0.244}\)

\(\underset{\left( -2.34\right) }{-0.819^{**}}\)

\({\hat{\theta }}_1\)

\(\underset{\left( 0.71\right) }{0.309}\)

\(\underset{\left( 2.06\right) }{0.615^{**}}\)

\(\underset{\left( -0.43\right) }{-0.194}\)

\(\underset{\left( -0.19\right) }{-0.278}\)

\(\underset{\left( -0.84\right) }{-0.774}\)

\({\hat{\theta }}_2\)

\(\underset{\left( -0.75\right) }{-0.345}\)

\(\underset{\left( 0.76\right) }{0.223}\)

\(\underset{\left( -0.23\right) }{-0.108}\)

\(\underset{\left( -0.12\right) }{-0.169}\)

\(\underset{\left( -1.70\right) }{-1.551^{*}}\)

\({\hat{\theta }}_3\)

\(\underset{\left( -0.70\right) }{-0.294}\)

\(\underset{\left( 1.25\right) }{0.400}\)

\(\underset{\left( -0.20\right) }{-0.097}\)

\(\underset{\left( -0.03\right) }{-0.048}\)

\(\underset{\left( -2.14\right) }{-2.127^{**}}\)

\({\hat{\theta }}_4\)

\(\underset{\left( 0.37\right) }{0.152}\)

\(\underset{\left( -0.96\right) }{-0.316}\)

 

\(\underset{\left( -0.32\right) }{-0.445}\)

\(\underset{\left( -1.85\right) }{-1.715^{*}}\)

\({\hat{\theta }}_5\)

 

\(\underset{\left( 3.21\right) }{0.467^{***}}\)

 

\(\underset{\left( -0.07\right) }{-0.103}\)

\(\underset{\left( -2.10\right) }{-2.004^{**}}\)

\({\hat{\sigma }}\)

\(\underset{\left( 13.55\right) }{1.803^{***}}\)

\(\underset{\left( 10.40\right) }{1.196^{***}}\)

\(\underset{\left( 0.01\right) }{0.001}\)

\(\underset{\left( 9.09\right) }{1.000^{***}}\)

\(\underset{\left( 5.46\right) }{1.744^{***}}\)

Number of individuals

287

189

141

192

52

Number of observations

1,148

756

564

768

208

  1. \(^{***}\), \(^{**}\), and \(^{*}\) denote statistical significance at the 1%, 5%, and 10% levels, respectively
  2. Values in parentheses are z-statistics