Multidimensionality of tree communities structure host-parasitoid networks and their phylogenetic composition

  1. Ming-Qiang Wang
  2. Shi-Kun Guo
  3. Peng-Fei Guo
  4. Juan-Juan Yang
  5. Guo-Ai Chen
  6. Douglas Chesters
  7. Michael C Orr
  8. Ze-Qing Niu
  9. Michael Staab
  10. Jing-Ting Chen
  11. Yi Li
  12. Qing-Song Zhou
  13. Felix Fornoff
  14. Xiaoyu Shi
  15. Shan Li
  16. Massimo Martini
  17. Alexandra-Maria Klein
  18. Andreas Schuldt
  19. Xiaojuan Liu
  20. Keping Ma
  21. Helge Bruelheide
  22. Arong Luo  Is a corresponding author
  23. Chao-Dong Zhu  Is a corresponding author
  1. CAS Key Laboratory of Mountain Ecological Restoration and Bioresource Utilization & Biodiversity Conservation Key Laboratory of Sichuan Province, Chengdu Institute of Biology, Chinese Academy of Sciences, China
  2. College of Biological Sciences, University of Chinese Academy of Sciences, China
  3. College of Pharmacy, Guizhou University of Traditional Chinese Medicine, China
  4. International College, University of Chinese Academy of Sciences, China
  5. Entomologie, Staatliches Museum für Naturkunde Stuttgart, Germany
  6. CAS Key Laboratory of Zoological Systematics and Evolution, Institute of Zoology, Chinese Academy of Sciences, China
  7. Ecological Networks, Technical University Darmstadt, Schnittspahnstraße, Germany
  8. State Key Laboratory of Vegetation and Environmental Change, Institute of Botany, Chinese Academy of Sciences, China
  9. Department of Nature Conservation and Landscape Ecology, Albert-Ludwigs-University Freiburg, Germany
  10. Forest Nature Conservation, University of Göttingen, Germany
  11. Institute of Biology/Geobotany and Botanical Garden, Martin Luther University Halle-Wittenberg, Germany
  12. Key Laboratory of Animal Biodiversity Conservation and Integrated Pest Management, China
  13. State Key Laboratory of Integrated Pest Management, Institute of Zoology, Chinese Academy of Sciences, China
4 figures, 2 tables and 2 additional files

Figures

Figure 1 with 2 supplements
Associations among tree, host, and parasitoid species and phylogenetic composition.

Ordination plot of the nonmetric multidimensional scaling (NMDS) analysis of (a) host species composition, (b) parasitoid species composition, (c) host phylogenetic composition, and (d) parasitoid phylogenetic composition across the study plots (filled circles) in the BEF-China experiment. Stress = 0.23, 0.23, 0.24, and 0.20, respectively. Arrows indicate significant (at p<0.05) correlations of environmental variables with NMDS axis scores. Lengths of arrows are proportional to the strength of the correlations. Red crosses refer to the host or parasitoid species in each community. See Supplementary file 1b–e in the Supplementary Materials for abbreviations and statistical values.

Figure 1—figure supplement 1
Sampling completeness assessment.

The sample coverage across different sample sizes for (a) hosts and (b) parasitoids.

Figure 1—figure supplement 2
Overview of the study plot distribution along the two experimental tree diversity sites of BEF-China (a: Site A, b: Site B).

Levels of tree species richness indicated by color. Each study plot had a size of 25.8 m × 25.8 m.

Figure 2 with 1 supplement
Dendrogram of phylogenetic congruence for the host species (below) and associated parasitoid species (above) recorded in the study.

Each rectangle represents a different superfamily (for host species) or family (for parasitoid species). H1: Pompilidae, H2: Apoidea, H3: Vespidae; P1: Sarcophagidae, P2: Phoridae, P3: Bombyliidae, P4: Trigonalyidae, P5: Mutillidae, P6: Megachilidae, P7: Chrysididae, P8: Ichneumonidae, P9: Chalcidoidea. The trophic network of hosts and parasitoids was nonrandomly structured (parafit test: p=0.032). Host and parasitoid species names are given in Figure 2—figure supplement 1.

Figure 2—figure supplement 1
Dendrogram of phylogenetic congruence for the host species (below) and associated parasitoid species (above) recorded in the study, showing the species name for hosts and parasitoids.
Figure 3 with 1 supplement
Bivariate relationships between tree species richness and network indices.

Community-level relationships of network between tree species richness and (a) vulnerability, (b) linkage density, and (c) robustness of parasitoids.

Values were adjusted for covariates of the final regression model. Regression lines (with 95% confidence bands) show significant (p<0.05) relationships. Note that axes are on a log scale for tree species richness.

Figure 3—figure supplement 1
Correlations among the predictors used in the study.

Values and colored circles are Pearson’s correlation coefficients r, significances are indicated by asterisks: ***p<0.001, **p<0.01, *p≤0.05. Tree MPD (tree phylogenetic mean pairwise phylogenetic distance), tree FD (tree functional diversity expressed as Rao’s Q), tree MNTD (tree mean nearest taxon distance).

Figure 4 with 1 supplement
Bivariate relationships between tree MPD, canopy cover and network indices.

Community-level relationships of network between tree phylogenetic mean pairwise distance and (a) vulnerability and (b) linkage density and community-level relationships of network between canopy cover, and (c) interaction evenness.

Values were adjusted for covariates of the final regression model. Regression lines (with 95% confidence bands) show significant (p<0.05) relationships.

Figure 4—figure supplement 1
Community-level relationships of networks between tree phylogenetic mean pairwise distance (MPD) and robustness of parasitoids.

Values were adjusted for covariates of the final regression model (i.e., partial residuals shown on y-axis). Regression lines (with 95% confidence bands) show significant (p<0.05) relationships.

Tables

Table 1
Environmental correlates of dissimilarity matrixes with predictors (nonmetric multidimensional scaling [NMDS] on Morisita-Horn dissimilarity) across the study plots.

Significant p-values are indicated in bold. See Supplementary file 1b–e for the complete information.

Host species communityParasitoid species communityHost phylogenetic communityParasitoid phylogenetic community
Tree phylogeny NMDS10.2250.4220.3860.274
Tree phylogeny NMDS20.0030.120.1280.024
Tree composition NMDS10.0010.0010.0010.001
Tree composition NMDS20.6040.4180.4330.031
Canopy cover0.0010.0010.0010.004
Tree species richness0.0350.1220.1000.094
Elevation0.0050.0070.0010.001
Eastness0.0790.0450.040.001
Northness0.490.8370.8210.340
Slope0.0310.5070.5070.959
Tree FD (Rao’s Q)0.0940.0190.0210.031
Tree MPD0.0050.0210.0130.223
Host phylogeny NMDS10.0160.584
Host phylogeny NMDS20.0270.914
Host composition NMDS10.0010.008
Host composition NMDS20.1690.138
Parasitoid phylogeny NMDS10.0010.001
Parasitoid phylogeny NMDS20.4620.058
Parasitoid composition NMDS10.0010.001
Parasitoid composition NMDS20.0140.001
Table 2
Summary results of linear models for parasitoid generality, host vulnerability, robustness, linkage density, and interaction evenness of host-parasitoid network indices at the community level across the tree species richness gradient.

Standardized parameter estimates (with standard errors, t- and p-values) are shown for the variables retained in the minimal models.

Est.SEtp
Parasitoid generalityIntercept0.1760.01610.96<0.001
Canopy cover0.0330.0162.030.046
Host vulnerabilityIntercept2.8730.0835.89<0.001
Elevation–0.1400.08–1.660.101
Tree species richness: Site A0.1500.131.200.234
Tree species richness: Site B0.2300.112.120.037
Robustness of parasitoidsIntercept0.6300.0184.43<0.001
Tree species richness: Site A–0.0220.01–1.990.049
Tree species richness: Site B–0.0190.01–1.900.061
Linkage densityIntercept2.0380.0450.99<0.001
Elevation–0.0780.04–1.850.069
Tree species richness: Site A0.1060.061.700.094
Tree species richness: Site B0.1060.042.680.009
Intercept0.5110.00959.120.025
Interaction evennessCanopy cover–0.0370.007–5.06<0.001
Eastness–0.0180.007–2.500.015

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  1. Ming-Qiang Wang
  2. Shi-Kun Guo
  3. Peng-Fei Guo
  4. Juan-Juan Yang
  5. Guo-Ai Chen
  6. Douglas Chesters
  7. Michael C Orr
  8. Ze-Qing Niu
  9. Michael Staab
  10. Jing-Ting Chen
  11. Yi Li
  12. Qing-Song Zhou
  13. Felix Fornoff
  14. Xiaoyu Shi
  15. Shan Li
  16. Massimo Martini
  17. Alexandra-Maria Klein
  18. Andreas Schuldt
  19. Xiaojuan Liu
  20. Keping Ma
  21. Helge Bruelheide
  22. Arong Luo
  23. Chao-Dong Zhu
(2025)
Multidimensionality of tree communities structure host-parasitoid networks and their phylogenetic composition
eLife 13:RP100202.
https://doi.org/10.7554/eLife.100202.3