| Literature DB >> 34938481 |
Elena Motivans Švara1,2,3, Valentin Ştefan1,2, Esther Sossai1, Reinart Feldmann1, Dianne Joy Aguilon4,5,6, Anna Bontsutsnaja7, Anna E-Vojtkó8,9, Isabel C Kilian10,11, Piret Lang7, Marilin Mõtlep7, Elisabeth Prangel12, Mari-Liis Viljur13, Tiffany M Knight1,2,3, Lena Neuenkamp12,14.
Abstract
In the face of global pollinator decline, extensively managed grasslands play an important role in supporting stable pollinator communities. However, different types of extensive management may promote particular plant species and thus particular functional traits. As the functional traits of flowering plant species (e.g., flower size and shape) in a habitat help determine the identity and frequency of pollinator visitors, they can also influence the structures of plant-pollinator interaction networks (i.e., pollination networks). The aim of this study was to examine how the type of low-intensity traditional management influences plant and pollinator composition, the structure of plant-pollinator interactions, and their mediation by floral and insect functional traits. Specifically, we compared mown wooded meadows to grazed alvar pastures in western Estonia. We found that both management types fostered equal diversity of plants and pollinators, and overlapping, though still distinct, plant and pollinator compositions. Wooded meadow pollination networks had significantly higher connectance and specialization, while alvar pasture networks achieved higher interaction diversity at a standardized sampling of interactions. Pollinators with small body sizes and short proboscis lengths were more specialized in their preference for particular plant species and the specialization of individual pollinators was higher in alvar pastures than in wooded meadows. All in all, the two management types promoted diverse plant and pollinator communities, which enabled the development of equally even and nested pollination networks. The same generalist plant and pollinator species were important for the pollination networks of both wooded meadows and alvar pastures; however, they were complemented by management-specific species, which accounted for differences in network structure. Therefore, the implementation of both management types in the same landscape helps to maintain high species and interaction diversity.Entities:
Keywords: biodiversity; conservation; land use; plant−pollinator networks; seminatural grasslands
Year: 2021 PMID: 34938481 PMCID: PMC8668793 DOI: 10.1002/ece3.8325
Source DB: PubMed Journal: Ecol Evol ISSN: 2045-7758 Impact factor: 2.912
FIGURE 1Sample‐based rarefaction curves for (a) plant and (b) pollinator Hill‐Shannon diversity and coverage‐based rarefaction curves for (c) plant and (d) pollinator Hill‐Shannon diversity in wooded meadows (blue) and alvar pastures (red), with 95% confidence intervals. Solid lines are interpolated, while dashed lines are extrapolated
FIGURE 2A CCA for (a) plant and (b) pollinator composition, with the first constrained axis (CCA1− management type) charted against the first unconstrained axis (CA1). Species are symbolized by black dots, wooded meadow sites by blue triangles and alvar pasture sites by red dots. Some of the species dots overlap and are labelled representatively, but not exhaustively. The blue arrow represents the direction of management type. Scaling 2, where species are the centroids of the sites and distances between response variable points indicate their χ2 distances, was selected for plotting and comparison
FIGURE 3Interaction‐based rarefaction curves of network‐level indices comparing (a) NODF nestedness, (b) connectance, (c) specialisation (H2’), (d) interaction diversity and e) interaction evenness between wooded meadows (blue) and alvar pastures (red). Solid lines and dotted lines indicate mean values and 95% confidence intervals of rarefaction estimates based on 100 iterations, respectively. The endpoint of the curve corresponds to the same value generated by the ‘networklevel’ function in the bipartite R package (Dormann et al., 2009)
Results of permutation tests showing differences in network‐level indices per management type, using standardized (equal) sampling and the full networks
| Standardized sampling ( | Full networks ( | |
|---|---|---|
| NODF nestedness | .12 | .05 |
| Connectance |
| .33 |
| Specialization (H2’) | . | .06 |
| Interaction diversity | . | 1.00 |
| Interaction evenness | .85 | .09 |
Values in bold indicate significance (p < .05).
FIGURE 4Pollination networks by genus weighted by the interaction frequency in (a) wooded meadows (b) alvar pastures. Photos courtesy of E. Motivans Švara and E. Prangel, respectively
FIGURE 5Interaction‐based rarefaction curves of the species‐level network index species strength for plants (a, b), and pollinators (c, d) in wooded meadows (left) and alvar pastures (right). Solid lines indicate mean values and dotted lines indicate 95% confidence intervals of rarefaction estimates based on 100 iterations. The species with the highest species strength (more than half of the maximum species strength) are shown in colour and all other species are grey. An asterisk indicates that the same species appears in both management types, although it may have a different colour. The endpoint of the curve corresponds to the same value generated by the ‘specieslevel’ function in the bipartite R package (Dormann 2011)
Results of linear models testing the relationship between plant species‐level network indices and plant traits. Estimates are shown for continuous and binary explanatory factors, for the latter they indicate the change from the first to the second factor level as highlighted in brackets after the factor name. The marginally significant (p < .1) result is printed in bold and its differences are visualized in Figure 6
| Explanatory factors | Response variable | |||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| log (Species strength) | Partner diversity | Partner specialization (d’) | ||||||||||
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| Frequency insect pollination | 4 | 2.189 | .127 | 4 | 0.989 | .448 | 4 | 2.391 | .104 | |||
| Amount of floral reward (small – large) | 1 | 0.544 | 0.770 | .396 | 1 | 0.087 | 0.036 | .853 | 1 | 0.288 | 4.564 | . |
| Flower morphology (disk – no disk) | 1 | 0.353 | 0.474 | .503 | 1 | −0.017 | 0.002 | .964 | 1 | −0.028 | 0.063 | .806 |
| Max. release height | 1 | 0.958 | 0.947 | .348 | 1 | 0.915 | 1.566 | .233 | 1 | 0.107 | 0.253 | .624 |
| Management type (alvar pasture – wooded meadow) | 1 | 0.540 | 1.722 | .212 | 1 | 0.462 | 2.283 | .155 | 1 | −0.076 | 0.717 | .412 |
Results of linear models testing the relationship between insect species‐level network indices and insect traits. Estimates are shown for continuous and binary explanatory factors, for the latter they indicate the change from the first to the second factor level as highlighted in brackets after the factor name. Body size class is a three‐level factor (small, medium, large), but the level “small” has been excluded from the analysis, since it was represented by only one pollinator species (see Appendix B1 for details on the assignment of insect traits). Significant (p < .05) results are printed in bold and their differences are visualized in Figure 6
| Explanatory factors | Response variable | |||||||||||
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| log (Species strength) | Partner diversity | Partner specialization (d’) | ||||||||||
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| (a) Body size and management type | ||||||||||||
| Body size class (medium – large) | 1 | 0.765 | 3.398 | .075 | 1 | 0.359 | 4.046 | .053 | 1 | −0.103 | 4.456 | . |
| Management type (alvar pasture – wooded meadow) | 1 | −0.208 | 0.267 | .609 | 1 | −0.040 | 0.054 | .819 | 1 | −0.163 | 11.872 | . |
| (a) Proboscis length and management type | ||||||||||||
| Proboscis length Class | 2 | 2.384 | .110 | 2 | 3.091 | .060 | 2 | 6.697 | . | |||
| Management type (alvar pasture – wooded meadow) | 1 | −0.471 | 1.346 | .255 | 1 | −0.164 | 0.897 | .351 | 1 | −0.132 | 9.234 |
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FIGURE 6Relationships between species‐level network indices and functional traits for (a) plants and (b–d) pollinators. Box whiskers extend to the 95% confidence intervals around the median. The number of samples (i.e. plant or pollinator species) per group is shown in parentheses below each factor level