| Literature DB >> 23251475 |
Nuria Selva1, Keith A Hobson, Ainara Cortés-Avizanda, Andrzej Zalewski, José Antonio Donázar.
Abstract
How different functional responses of consumers exploiting pulsed resources affect community dynamics is an ongoing question in ecology. Tree masting is a common resource pulse in terrestrial ecosystems that can drive rodent population cycles. Using stable isotope (δ(13)C, δ(15)N) analyses, we investigated the dietary response of two fluctuating rodent species, the yellow-necked mouse Apodemus flavicollis and the bank vole Myodes glareolus, to mast events in Białowieża Forest (NE Poland). Rodent hair samples were obtained non-invasively from faeces of their predators for an 11-year period that encompassed two mast events. Spectacular seed crops of deciduous trees, namely oak Quercus robur and hornbeam Carpinus betulus, occur after several intermediate years of moderate seed production, with a post-mast year characterised by a nil crop. While a Bayesian isotopic (SIAR) mixing model showed a variety of potential vegetation inputs to rodent diets, the isotopic niche of the yellow-necked mouse was strongly associated with mast of deciduous trees (>80% of diet), showing no variation among years of different seed crop. However, bank voles showed a strong functional response; in mast years the vole shifted its diet from herbs in deciduous forest (~66% of diet) to mast (~74%). Only in mast years did the isotopic niche of both rodent species overlap. Previous research showed that bank voles, subordinate and more generalist than mice, showed higher fluctuations in numbers in response to masting. This study provides unique data on the functional response of key pulse consumers in forest food webs, and contributes to our understanding of rodent population fluctuations and the mechanisms governing pulse-consumer interactions.Entities:
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Year: 2012 PMID: 23251475 PMCID: PMC3519590 DOI: 10.1371/journal.pone.0051267
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Isotopically distinct vegetation groupings (mean±SE) used to examine dietary niches of the two rodent species in Białowieża Forest.
| Vegetation Group | N | δ13C (‰) | δ15N (‰) |
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| 1. Coniferous forest | 5 | −29.6±0.4 | −5.0±0.3 |
| 2. Deciduous forest | 23 |
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| 3. | 6 |
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| 4. | 6 |
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| 5. | 6 |
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| 6. | 31 |
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| 7. Mushrooms | 6 |
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| 8. Lichens | 1 |
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Sample sizes differ from Table S1 in some cases because only samples containing seeds and fruits from trees and shrubs (vs buds and leaves) were used in the mixing model.
sample consisted of at least 5 individuals combined.
Calamagrostris arundinacea; Dactylis glomerata; Luzulla pilosa; Mycelis muralis; Veronica sp.
Aegopodium podagraria; Ajuga reptans; Anemona nemorosa; Dentaria bulbifera; Ficaria verna; Oxalis acetosella; Stellaria holostea.
Cardamine amara; Chrysosplenium alternifolium; Filipendula ulmaria; Iris pseudacorus; Phragmites communis; Rubus idaeus; Urtica dioica.
Figure 1Convex mixing polygon (excluding lichens) used to model potential rodent dietary inputs.
Vegetation groups (green circles) correspond to those listed in Tables 1 and S2. Triangles are bank voles and circles are yellow-necked mice (see Figure 2 for corresponding intermediate, mast and post-mast categories depicted).
Figure 2Isotope values of the rodent species along mast cycles.
Mean (± S.E.) δ15N and δ13C values for bank voles (grey symbols) and yellow-necked mice (black symbols) in mast, post-mast and intermediate years. Also shown are positions animals would occupy if they had exclusive diets of deciduous forest herb vegetation and mast seeds (oak, hornbeam, lime, spruce).
Predicted (mean and 95% probability) contributions of mast (from oak, hornbeam, lime, spruce isotopic complex) to the diets of the yellow-necked mouse and bank vole through masting cycles assuming only a (SIAR) two-source (deciduous forest herbs vs. mast) mixing model corresponding to the depiction in Figure 2.
| Year | |||
| Species | Mast | Post-mast | Intermediate |
| Yellow-necked mouse | 0.90 (0.64–1.0) | 0.97 (0.70–1.0) | 0.80 (0.59–0.99) |
| Bank vole | 0.74 (0.55–0.91) | 0.54 (0.29–0.88) | 0.34 (0.14–0.53) |