Table 1 Mean a standard deviation estimated from posteriori distributions obtained for four exotic plant species (Acacia dealbata, Cytisus striatus, Teline monpessulana and Ulex europaeus), using four a priori distribution (Informative, Jeffreys, Uniform and Haldane), Central Chile. \({\theta }_{1}\) represents the occupancy of species in the Coast and \({\theta }_{2}\) represents their occupancy in the Central Valley
Species | Informative | Jeffreys | Uniform | Haldane |
|---|---|---|---|---|
Acacia dealbata | \({\theta }_{1}: \mu =\) 0.5414 \(\sigma =\) 0.0369 \({\theta }_{2}\): \(\mu =\) 0.6243 \(\sigma =\) 0.0359 | \({\theta }_{1}: \mu =\) 0.653 \(\sigma =\) 0.041 \({\theta }_{2}: \mu =\) 0.675 \(\sigma =\) 0.04 | \({\theta }_{1}: \mu =\) 0.6519 \(\sigma =\) 0.041 \({\theta }_{2}: \mu =\) 0.6741 \(\sigma =\) 0.040 | \({\theta }_{1}: \mu = 0.6541\) \(\sigma = 0.041\) \({\theta }_{2}: \mu =\) 0.6761 \(\sigma =\) 0.0404 |
Cytisis striatus | \({\theta }_{1}: \mu = 0.333\) \(\sigma = 0.0359\) \({\theta }_{2}\): \(\mu =\) 0.2143 \(\sigma =\) 0.0292 | \({\theta }_{1}: \mu =\) 0.347 \(\sigma =\) 0.041 \({\theta }_{2}: \mu =\) 0.2873 \(\sigma =\) 0.0389 | \({\theta }_{1}: \mu =\) 0.3481 \(\sigma =\) 0.0408 \({\theta }_{2}: \mu =\) 0.2889 \(\sigma =\) 0.0389 | \({\theta }_{1}: \mu = 0.3459\) \(\sigma = 0.041\) \({\theta }_{2}: \mu =\) 0.2857 \(\sigma =\) 0.039 |
Teline monspessulana | \({\theta }_{1}: \mu =\) 0.4845 \(\sigma =\) 0.0393 \({\theta }_{2}\): \(\mu =\) 0.3214 \(\sigma = 0.0333\) | \({\theta }_{1}: \mu =\) 0.35 \(\sigma = 0.0417\) \({\theta }_{2}: \mu =\) 0.2873 \(\sigma =\) 0.039 | \({\theta }_{1}: \mu =\) 0.3704 \(\sigma =\) 0.0414 \({\theta }_{2}: \mu =\) 0.2889 \(\sigma =\) 0.0389 | \({\theta }_{1}: \mu = 0.3684\) \(\sigma =\) 0.0417 \({\theta }_{2}: \mu =\) 0.2857 \(\sigma =\) 0.039 |
Ulex europaeus | \({\theta }_{1}: \mu = 0.345\) \(\sigma =\) 0.0362 \({\theta }_{2}\): \(\mu =\) 0.2908 \(\sigma =\) 0.0324 | \({\theta }_{1}: \mu =\) 0.3545 \(\sigma = 0.0412\) \({\theta }_{2}: \mu =\) 0.2724 \(\sigma =\) 0.0383 | \({\theta }_{1}: \mu =\) 0.3556 \(\sigma =\) 0.041 \({\theta }_{2}: \mu =\) 0.2741 \(\sigma =\) 0.0382 | \({\theta }_{1}: \mu =0.3534\) \(\sigma =0.0413\) \({\theta }_{2}: \mu = 0.2707\) \(\sigma =\) 0.0384 |