| Literature DB >> 35865510 |
Dana N Morton1,2, Kevin D Lafferty3.
Abstract
We explored whether parasites are important in kelp forests by examining their effects on a high-quality, high-resolution kelp-forest food web. After controlling for generic effects of network size, parasites affected kelp-forest food web structure in some ways consistent with other systems. Parasites increased the trophic span of the web, increasing top predator vulnerability and the longest chain length. Unique links associated with parasites, such as concomitant predation (consumption of parasites along with their hosts by predators) increased the frequency of network motifs involving mutual consumption and decreased niche contiguity of free-living species. However, parasites also affected kelp-forest food web structure in ways not seen in other systems. Kelp-forest parasites are richer and more specialized than other systems. As a result, parasites reduced diet generality and decreased connectance in the kelp forest. Although mutual consumption motifs increased in frequency, this motif type was still a small fraction of all possible motifs, so their increase in frequency was not enough to compensate for the decrease in connectance caused by adding many specialist parasite species.Entities:
Keywords: Copepoda; Macrocystis; connectance; food webs; kelp forests; parasite ecology; paratenic host; trophic transmission
Year: 2022 PMID: 35865510 PMCID: PMC9286845 DOI: 10.1002/ecm.1506
Source DB: PubMed Journal: Ecol Monogr ISSN: 0012-9615 Impact factor: 9.814
Definitions of metrics examined, summary of predictions, and observed outcomes
| Prediction number | Metric or measure | Definition | Predicted direction | Prediction consistent with | Observed direction |
|---|---|---|---|---|---|
| 1 | Proportion parasite richness | Parasitic species richness/total species richness |
| Dunne et al. ( |
|
| 2 | Proportion parasite links | Parasite–host links/all links, indicates parasite participation in the food web |
| Amundsen et al. ( |
|
| 3 | Chain length | Nodes in the longest food chain, indicates food‐web shape and maximum trophic level |
| Amundsen et al. ( |
|
| 4 | Link density | Links ( |
| Amundsen et al. ( |
|
| 4 | Connectance |
|
| Amundsen et al. ( |
|
| 5 | Vulnerability (free‐living) | Predators per resource, the diversity of predation threats |
| Amundsen et al. ( |
|
| 6 | Vulnerability (all) | Consumers per resource, the diversity of threats from natural enemies |
| Amundsen et al. ( |
|
| 7 | Generality | Resources per consumer, diet breadth |
| Marcogliese, ( |
|
| 8 | Most general species | The species with the highest generality, indicates species that are hubs of consumption |
| Marcogliese, ( |
|
| 9 | Degree distribution | The distribution (e.g., mean and SD) of link densities among species; shows the balance of highly connected (hubs) to weakly connected species |
| Lafferty et al. ( |
|
| 10 | Niche contiguity | The similarity in trophic positions among diet items |
| Dunne et al. ( |
|
| 11 | Frequency of intraguild predation (mutual consumption motifs) | Proportions of various rare three‐species interactions (e.g., a predator that eats a competitor) |
| Dunne et al. ( |
|
Notes: Metrics were selected based on examination in previous studies as well as their utility in describing network structure. Predicted or observed direction refers to the change in the metric in the food web with parasites added relative to the free‐living food web: ↑, increasing; ↓, decreasing, ≠, no change.
FIGURE 1Food web motifs (McLaughlin, 2018; Milo et al., 2002). (a) The 13 types of three‐node motifs possible (McLaughlin, 2018; Milo et al., 2002). S1–S5 lack mutual consumption, D1–D8 have mutual consumption (double motifs). (b) Example of a double motif (D1) involving a parasitic interaction and intraguild predation. Parasite 1 is a parasite of Host 1 and Host 2. Host 2 is also a predator of Host 1, and Parasite 1 is killed via concomitant predation when Host 1 is consumed
Summary of web metrics for each web assembly
| Assembly | Predator–prey | Predator–prey + parasite–host | Predator–prey + parasite–host (with false negatives) | Predator–prey + parasite–host + predator–parasite | Predator–prey + parasite–host + predator–parasite (with false negatives) |
|---|---|---|---|---|---|
| Nodes | 485 | 918 | 918 | 918 | 918 |
| Links | 8477 | 11,213 | 11,863 | 20,031 | 20,681 |
| Link density | 17.48 | 12.21 | 12.92 | 21.82 | 22.53 |
| Connectance | 0.036 | 0.013 | 0.014 | 0.024 | 0.025 |
| Adjusted connectance | – | 0.025 | 0.027 | 0.030 | 0.032 |
| Longest chain | 9 | 10 | – | 7 | – |
| Mean degree | 36.59 | 25.64 | – | 46.56 | – |
| SD degree | 31.59 | 35.64 | – | 61.61 | – |
| Mean generality | 18.29 | 12.82 | – | 23.28 | – |
| SD generality | 26.02 | 23.06 | – | 51.59 | – |
| Mean vulnerability | 18.29 | 12.82 | – | 23.28 | – |
| SD vulnerability | 20.02 | 21.21 | – | 25.24 | – |
| Minimum sum diet gaps | 32,463 | 57,534 | – | 91,323 | – |
Adjusted connectance calculated using the method of Lafferty et al. (2006). Denominator for predator–prey + parasite–host web was: number of free‐living species × (number of free‐living species + number of parasite species). Denominator for predator–prey + parasite–host + predator–parasite web was (number of all species)2 − (number of parasite species)2. False negative estimation described in Morton et al. (2021b).
FIGURE 2Parasite and free‐living richness in the kelp‐forest food web relative to other published food webs with parasites that used similar methods (Amundsen et al., 2009; Dunne et al., 2013; Lafferty et al., 2006; McLaughlin, 2018). Panel (a) shows total species richness, (b) shows proportions of parasites versus free‐living species
FIGURE 3(a) Number of links in each sub‐web of the kelp‐forest food web (aggregated to species) and (b) proportions of links in each sub‐web web relative to other published food webs with parasites that used similar methodologies (Amundsen et al., 2009; Dunne et al., 2013; Lafferty et al., 2006; McLaughlin, 2018)
Model errors (ME) for the metrics that vary within the niche model (Williams & Martinez, 2008)
| Assembly | Predator–prey | Predator–prey + parasite–host | Predator–prey + parasite–host + predator–parasite |
|---|---|---|---|
| Longest chain |
|
| 0.00 |
| SD degree |
| −2.65 |
|
| SD generality | 0.75 | 2.75 |
|
| SD vulnerability |
| −4.25 |
|
| Minimum sum diet gap |
| −8.78 |
|
Notes: |ME| > 1 indicates that empirical metrics were significantly different from model predictions after standardizing for web size. Positive MEs indicate a metric was greater than predicted in the empirical food web. If empirical webs have MEs that differ by >1, this indicates that the metric varies between the webs.
FIGURE 4Trends in connectance with inclusion of parasites the food webs (a) Arctic lake, (Amundsen et al., 2009), (b) estuary mean (Dunne et al., 2013; Lafferty et al., 2006), (c) Palmyra atoll sand flat (McLaughlin, 2018), and (d) kelp forest (present study). Unadjusted connectance (defined in Table 1) is shown
FIGURE 5Vulnerability of free‐living species and parasites to enemies. Panels (a–c) are histograms: (a) free‐living vulnerability to predators, (b) free‐living vulnerability to both predators and parasites, (c) parasite vulnerability to concomitant predation. (d) The same information as density plots, overlayed for easier comparison. Terms are defined in Table 1
FIGURE 6Vulnerability by enemy type. (a) Vulnerability to parasites versus vulnerability to predators, color‐coded by trophic level (TL). The dashed 1:1 line represents equal vulnerability to parasites and predators; the ellipse represents 95% of the observations assuming a multivariate normal distribution. Most species had either relatively few natural enemies, many predators, or many parasites, and only mid‐level predators had many predator and parasite species. (b) Mean enemies per free‐living species (same data as panel a but binned by trophic level). Middle trophic levels (2–4) were most vulnerable overall. The average plant and grazer had very few parasites, whereas and the average top predator had many parasites and few predators
FIGURE 7Diet breadth (generality, defined in Table 1) of free‐living versus parasitic species in food web containing predator–prey and parasite–host links. (a) Diet breadth of free‐living species as counts of prey species, (b) diet breadth of parasites, as counts of host species, (c) density plots of diet breadth (generality), overlayed for easier comparison. Concomitant links are not included in counts of prey species
FIGURE 8Diet breadth of free‐living and parasitic species by organismal group in the food web containing predator–prey and parasite–host links
Top 10 most general species by web assembly
| Predator–prey | Predator–prey + parasite–host | |||
|---|---|---|---|---|
| Rank | Taxon | Diet breadth | Taxon | Diet breadth |
| 1 |
| 133 |
| 133 |
| 2 |
| 128 |
| 128 |
| 3 |
| 116 |
| 116 |
| 4 |
| 114 |
| 114 |
| 5 |
| 109 |
| 114 |
| 6 |
| 102 |
| 109 |
| 7 |
| 101 |
| 107 |
| 8 |
| 99 |
| 102 |
| 9 |
| 98 |
| 101 |
| 10 |
| 92 |
| 101 |
Notes: Parasitic species are shown in boldface type. A, anemone; F, fish; P, parasite. Diet breadth does not include concomitant links.
FIGURE 9Graphical representation of each version of the food web as a matrix, with species ordered to minimize the number of gaps in the diet (simulated annealing method; Stouffer et al., 2006). Consumers are along the x‐axis, resources along the y‐axis. Matrices are identical in scale, but the order of species may vary among plots. Points indicate trophic links: blue are predator–prey (free‐living) interactions, red are parasite–host interactions, and black are predator–parasite interactions (cases where a predator consumed a parasite, leading to the death of the parasite). The vertical spread of points over a consumer indicates its feeding niche. (a) Predator‐prey web, (b) predator‐prey and parasite‐host web, and (c) predator‐prey, parasite‐host, and predator‐parasite web
FIGURE 10Standardized representation of double motif frequency in empirical food webs. Overrepresentation (y‐axis, log‐scale) calculated by comparing empirical frequencies to niche model predictions to control for the effect network size on motif frequencies and allow comparisons among empirical webs