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A network analysis of plant–pollinator interactions in temperate rain ...

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704 Oecologia (2009) 160:697–706Fig. 5 Species contribution to topological shifts driven by selectiveremovals. Left-hand panel Change <strong>in</strong> <strong>network</strong> temperature afterdelet<strong>in</strong>g species i (ordered <strong>in</strong> the ord<strong>in</strong>ate). Right-hand panel Change<strong>in</strong> the value <strong>of</strong> the fitted exponent <strong>of</strong> the power law degreedistribution. Dashed vertical l<strong>in</strong>es ±95th percentile <strong>of</strong> the absolutevalue <strong>of</strong> deviations from the whole <strong>network</strong>. Tree species are (frombottom to top) Amomyrtus luna, Amomyrtus meli, Caldcluviapaniculata, Eucryphia cordifolia, Embothrium cocc<strong>in</strong>eum, Gevu<strong>in</strong>aavellana, Luma apiculata, Myrceugenia ovata, Myrceugenia planipes.D.g. Diphaglossa gayi, B.d. Bombus dahlbomii, A.m. Apismellifera, M.p. Mesograpta philippi, M.c. Mitraria cocc<strong>in</strong>ea, A.o.Asteranthera ovata, U.m. Ugni mol<strong>in</strong>ae, T.s. Tepualia stipularis; forother abbreviations, see Figs. 3 and 4the Chiloé ra<strong>in</strong> forest <strong>network</strong> is consistent with manywell-resolved poll<strong>in</strong>ation and seed dispersal bipartite <strong>network</strong>s(Bascompte et al. 2003; Vázquez and Aizen 2004)and gives quantitative support to earlier community characterizations(Smith-Ramírez et al. 2005). On the otherhand, the Chiloé ra<strong>in</strong> forest <strong>network</strong> exhibited a connectivitypattern best described by a power law (scale-free)cumulative degree distribution. This pattern is widespreadacross many complex <strong>network</strong>s <strong>in</strong>clud<strong>in</strong>g ecological<strong>in</strong>teraction webs, as well as prote<strong>in</strong>, metabolic, social and<strong>in</strong>formation <strong>network</strong>s (Albert and Barabási 2002; Newman2003; but see Dunne et al. 2002a). Scale-free degree distributionsand nestedness are associated with <strong>network</strong>robustness aga<strong>in</strong>st random loss <strong>of</strong> species, but also withhigh sensitivity to deletion <strong>of</strong> hub species (Albert et al.2000). This <strong>in</strong>dicates that the studied community exhibits astructure <strong>of</strong> <strong><strong>in</strong>teractions</strong> well suited for fac<strong>in</strong>g unselectiveext<strong>in</strong>ctions.What is the relative importance <strong>of</strong> def<strong>in</strong>ed groups <strong>of</strong>plant and <strong>in</strong>sect species for the ma<strong>in</strong>tenance <strong>of</strong> the Chiloéra<strong>in</strong> forest <strong>network</strong>? There were numerous shrubs speciesand they were more specialized than trees <strong>in</strong> terms <strong>of</strong>poll<strong>in</strong>ator visits, although they were <strong>in</strong> turn more generalistthan the fewer v<strong>in</strong>e species. Consequently, their removalwas predicted to decrease the steepness <strong>of</strong> the degree distribution<strong>of</strong> plants, although it would not change itsexponential shape. As a result, the <strong>network</strong> without shrubsreta<strong>in</strong>ed the core generalist tree species and <strong>in</strong>creased theirpersistence. Nevertheless, the loss <strong>of</strong> the more specializedshrubs, together with the supergeneralist Tepualia stipularis(degree = 47), would cause a decrease <strong>in</strong> the level <strong>of</strong>nestedness <strong>of</strong> the <strong>network</strong> because most <strong>of</strong> the remnantspecies were weakly nested generalists. Because <strong>in</strong> nested<strong>network</strong>s specialist poll<strong>in</strong>ators are mostly l<strong>in</strong>ked to generalistplants (Bascompte et al. 2003), the loss <strong>of</strong> shrubswould cause a decrease <strong>in</strong> the degree <strong>of</strong> generalist poll<strong>in</strong>ators.The loss <strong>of</strong> shrubs, therefore, changed the power lawdistribution <strong>of</strong> the animals’ degree distribution <strong>in</strong> the orig<strong>in</strong>al<strong>network</strong> to exponential. On the other hand, becausetrees were more generalist <strong>in</strong> their poll<strong>in</strong>ators, theirremoval made the exponential degree distribution <strong>of</strong> plantssteeper, and <strong>in</strong>creased the ext<strong>in</strong>ction probability <strong>of</strong> bothplants and poll<strong>in</strong>ators.Hymenopterans were the most generalist group <strong>of</strong> speciesamong poll<strong>in</strong>ators visit<strong>in</strong>g large numbers <strong>of</strong> plants and,unlike trees, they <strong>in</strong>cluded the supergeneralist bumblebeeBombus dahlbomii (degree = 21). This caused the animals’degree distribution to shift from power law toexponential when hymenopterans were deleted from thesystem. On the other hand, this also caused the loss <strong>of</strong>specialist plants, shift<strong>in</strong>g the plants’ degree distributionfrom exponential to long-tailed power law. Both theremoval <strong>of</strong> generalist animals and the loss <strong>of</strong> specialistplants expla<strong>in</strong> the decrease <strong>in</strong> <strong>network</strong> nestedness. Associatedwith these topological changes, we found that theprobability <strong>of</strong> ext<strong>in</strong>ction largely <strong>in</strong>creased after loss <strong>of</strong>hymenopterans from the system.The removal <strong>of</strong> dipterans had an appreciable quantitativeeffect on the degree distribution <strong>of</strong> ra<strong>in</strong> forest plants <strong>in</strong>the system, which became steeper due to a decrease <strong>in</strong> thedegree <strong>of</strong> generalist forest plants. This shift also caused thedegree distribution <strong>of</strong> the whole <strong>network</strong> to shift frompower to a truncated power. Although nestedness rema<strong>in</strong>ed123

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