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. 2014 Dec 10;17(6):1623–1638. doi: 10.1007/s10530-014-0821-z

Table 3.

Permutational statistical analyses (PERMANOVA) of ascidian similarity among harbors according to their type (marina; marina and fishing, and marina, fishing and commercial) and geographic region (north: Girona; central: Barcelona; south: Tarragona)

df Abundance Presence–absence
SS pseudo-F p value Permdisp SS pseudo-F p value Permdisp
All species
 Region 2 3,685.5 2.578 0.006 0.128 4,408 2.462 0.009 0.036
 Harbor type 2 3,252.4 2.275 0.020 0.366 3,484.6 1.946 0.038 0.714
 Interaction 4 3,384.8 1.184 0.287 4,879.6 1.363 0.138
 Residual 23 16,440 20,588
Introduced species
 Region 2 3,759.8 3.306 0.003 0.308 3,871.8 4.513 0.004 0.249
 Harbor type 2 2,513.2 2.210 0.042 0.190 3,871.8 4.513 0.004 0.249
 Interaction 4 2,597.4 1.142 0.375 3,171.5 1.848 0.095
 Residual 23 13,079 9,866.4
Native species
 Region 2 10,382 1.238 0.227 10,057 1.153 0.318
 Harbor type 2 9,128.7 1.089 0.356 9,376.1 1.076 0.361
 Interaction 2 9,485.8 1.132 0.347 9,390.6 1.077 0.378
 Residual 8 33,533 34,867

Analyses were performed for abundance (Bray-Crutis index) and presence–absence (Jaccard index) data, and for the global dataset (32 harbors), the introduced species dataset (32 harbors), and the native species dataset (15 harbors). PERMISP probabilities of homogeneity of dispersion were also given for significant factors