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. 2017 Aug 14;7:8081. doi: 10.1038/s41598-017-08427-7

Table 1.

PERMANOVA partitioning of fish assemblages on the basis of Jaccard dissimilarities in response to Location (Lo, fixed, 7 levels), Depth (De, fixed, 7 levels) and Transects (Tr, random, nested within Lo) using Type I (sequential) sums of squares.

Source df MS Pseudo-F P Sqrt(Component of variation) %
Lo 6 34947 8.486 0.0001 25.5 12.4
De 6 45295 20.235 0.0001 30.0 17.2
Tr(Lo) 70 3068 1.386 0.0001 14.2 3.8
Lo × De 33 10806 4.882 0.0001 35.8 24.4
Residual 225 2200 47.0 42.2
Total 340

P-values were obtained for each term in the model using 9999 permutations under a reduced model. Estimated sizes of effects for each term in the model are shown in Jaccard units as the square-root of the pseudo multivariate component of variation. Variation attributable to each term in the model is also expressed as a percentage of the total (%). Note that 4 of the original 345 video deployments were omitted prior to analysis, as there were no fish recorded in them.