Skip to main content
. 2013 Apr 10;8(4):e59299. doi: 10.1371/journal.pone.0059299

Table 1. The effect of individual flower visitors on seed production in H. aristata.

MODEL 1 MODEL 2
Marginal tests Whole model Marginal tests Whole model
Order Family Species r F Es. F Pr. Ab. F Es. F
Passeriformes Nectariniidae Cinnyris bouvieri 0.030 0.49 0.75 0.36 1.24 0.003 1.78
Cyanomitra oritis 0.044 1.06 0.011 1.91 0.80 0.36 3.03
Cinnyris reichenowi −0.093 4.73* 0.19 0.41 3.91
Diptera Bombyliidae −0.021 0.23 0.26 0.37 0.23
Syrphidae 0.045 1.07 0.58 0.35 1.22
Other dipterans 0.091 4.51* 0.002 1.82 0.36 1.14 4.51* 0.001 1.71
Lepidoptera −0.033 0.58 0.00 0.37 0.58
Hymenoptera Apidae Apis mellifera −0.084 3.77 0.010 3.22 0.21 0.42 4.73* 0.035 8.58**
Anthophora sp. 0.036 0.70 0.52 0.36 0.79
Megachilidae Megachile sp. 0.089 4.71* 0.011 6.41* 1.00 0.36 4.31* 0.010 6.01*
Other wild bees −0.027 0.40 0.21 0.37 0.36
Apidae Xylocopa cf. inconstans 0.176 17.2** 0.040 10.64** 0.50 0.22 10.78** 0.010 4.00*
Xylocopa nigrita −0.028 0.41 0.00 0.37 0.43
Xylocopa erythrina −0.028 0.41 0.000 1.116 0.00 0.37 0.43 0.002 1.60
Xylocopa lugubris 0.025 0.33 0.006 2.2228 0.39 0.35 0.21

Permutation models: Model 1 assumed that visitors continuously saturate stigmas with pollen grains, i.e. the number of visits by individual visitors represented the explanatory variables. Marginal tests for this model represent individual regressions. Model 2 is based on the idea that the flower received sufficient pollen to produce the maximum of seeds after one visit from a pollinator (i.e. visitor presence/absence data were used). Marginal tests represent the individual permutation ANOVAs. Abbreviations: r, Pearson correlation coefficient; F, F ratio; Es., unbiased estimate of the components of variation, which shows the relative importance of individual terms in the model in relation to overall variation; Pr., mean number of seeds which developed from flowers visited at least once by the visitor; and Ab., mean number of seeds which developed from flowers not visited by the visitor. Significant differences (*0.01<p<0.05; **p<0.01) are in bold. The results for the random term ‘shoot’, which were always significant, were included in the whole models but are not presented. For more details, see Methods.