| Literature DB >> 26767788 |
Grégoire Perez1,2, Suzanne Bastian3, Albert Agoulon4, Agnès Bouju5, Axelle Durand6, Frédéric Faille7, Isabelle Lebert8, Yann Rantier9, Olivier Plantard10, Alain Butet11.
Abstract
BACKGROUND: The consequences of land use changes are among the most cited causes of emerging infectious diseases because they can modify the ecology and transmission of pathogens. This is particularly true for vector-borne diseases which depend on abiotic (e.g. climate) and biotic conditions (i.e. hosts and vectors). In this study, we investigated how landscape features affect the abundances of small mammals and Ixodes ricinus ticks, and how they influence their relationship.Entities:
Mesh:
Year: 2016 PMID: 26767788 PMCID: PMC4714450 DOI: 10.1186/s13071-016-1296-9
Source DB: PubMed Journal: Parasit Vectors ISSN: 1756-3305 Impact factor: 3.876
Landscape variables considered in the study
| Landscape features | Description (unit) | Expected effect on rodent abundance | Expected effect on ticksa |
|---|---|---|---|
| EcoL | Wooded habitats/hedgerow-grassland ecotone length (m) | Positive (shelter, food availability, enhanced dispersion through woodland connectivity) | Positive (humidity and temperature, frequented by roe deer, cattle and other hosts) |
| Wood | Proportion of wooded areas in the buffer (%) | Positive (shelter, food availability) | Positive (humidity and temperature, high density of roe deer and other hosts) |
| ENN-Wood | Area-weightedb mean distance between nearest edges of wooded patches (m) | Species-dependent: positive (reduced predation/competition) or negative (reduced connectivity: impeded dispersion) | Positive (concentration of roe deer and other hosts in permanent habitats) or negative (lower overall roe deer density) |
The landscape variables were extracted in a buffer of 250 metres around the trap-lines. For each landscape variable, we give a definition, the units, and we indicate the expected effects on the abundances of small mammals and I. ricinus ticks
a Effect considered independently of small mammal abundances
b In the calculation of the ENN-Wood the values computed for large wooded patches have a greater weight, proportional to their area
Fig. 1Abundances of rodent species and questing Ixodes ricinus nymphs. Abundances are shown for agricultural landscapes (top panel) and forest landscapes (bottom panel) for each sampling session (spring 2012 to autumn 2014) with standard errors
Small mammal abundances, I. ricinus larval occurrence and questing I. ricinus nymph abundance as a function of the landscape features
| Effect estimates (± SE) on wood mouse abundance: GLMPs | ||||
| Season | Spring | Autumn | ||
| Landscapes | All | Agricultural | All | Agricultural |
| N plots | 3 × 24 | 3 × 12 | 3 × 24 | 3 × 12 |
| Intercept |
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| EcoL |
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| Wood |
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| ENN-Wood |
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| Effect estimates (± SE) on bank vole abundance effect: GLMPs | ||||
| Season | Spring | Autumn | ||
| Landscapes | All | Agricultural | All | Agricultural |
| N plots | 3 × 24 | 3 × 12 | 3 × 24 | 3 × 12 |
| Intercept |
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| EcoL |
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| 0.227 (±0.115)° | |
| Wood |
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| 0.196 (±0.104)° | |
| ENN-Wood |
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| Effect estimates (± SE) on larva occurrence index: GLMPs | ||||
| Season | Spring | Autumn | ||
| Landscapes | All | Agricultural | All | Agricultural |
| N plots | 3 × 24 | 3 × 12 | 2 × 24 | 2 × 12 |
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| EcoL | ||||
| Wood |
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| ENN-Wood | ||||
| Effect estimates (± SE) on questing nymph abundance: GLMNBs | ||||
| Season | Spring | Autumn | ||
| Landscapes | All | Agricultural | All | Agricultural |
| N plots | 3 × 24 | 3 × 12 | 2 × 24 | 2 × 12 |
| Intercept |
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| Sampling year |
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| EcoL | −0.232 (±0.127) | |||
| Wood | 1.13 (±0.692)° |
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| ENN-Wood |
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Small mammal abundances, I. ricinus larval occurrence index and questing I. ricinus nymph abundance were modelled in generalized linear models of with the landscape variables and the sampling year as explanatory factors. The response variables were modelled using a Poisson error distribution for small mammal abundances and larval occurrence index (GLMPs) and a negative binomial error distribution (GLMNBs) for questing nymph abundance to account for the over-dispersion of the data. Each model contains all the significant explanatory variables (i.e. multiple regressions). The slope and standard error of the numeric variables from the model with the lowest AICc are given (see text). Significant codes are “°”: alpha = 0.1 “*”: alpha = 0.05, “**”: alpha = 0.01 and “***”: alpha = 0.001. Significant estimates (p < 0.05) are in bold
Fig. 2Average of Ixodes ricinus larval burden per rodent species by season. The means with the standard errors of I. ricinus larval burden on wood mice and bank voles in spring and autumn 2012 are shown. Bars with the same letters (a, b and c) are not significantly different from each other (Mann–Whitney tests with p < 0.05). N = number of rodents considered for the analysis
I. ricinus larval burden of small mammals as a function of the larval occurrence index
| Total number of larvae attached on rodents per trap-line | ||||||||
| Host species | Spring | Autumn | ||||||
| Estimate (± SE) | R2 | t | p | Estimate (± SE) | R2 | t | p | |
| Wood mice |
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| Bank voles | −0.019 (±0.060) | 0.004 | −0.314 | 0.757 | 0.400 (±0.355) | 0.054 | 1.13 | 0.271 |
| Both rodent species |
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| Mean number of larvae attached per individual rodent per trap-line | ||||||||
| Host species | Spring | Autumn | ||||||
| Estimate (± SE) | R2 | t | p | Estimate (± SE) | R2 | t | p | |
| Wood mice | 0.185 (±0.125) | 0.094 | 1.47 | 0.155 |
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| Bank voles | 0.010 (±0.042) | 0.004 | 0.251 | 0.805 | 0.114 (±0.080) | 0.102 | 1.43 | 0.170 |
| Both rodent species | 0.197(±0.141) | 0.109 | 1.40 | 0.180 |
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Linear models of (1) the total number of attached I. ricinus larvae per trap-line on wood mice, bank voles and both rodent species and (2) the mean number of I. ricinus larvae per individual rodent per trap-line for wood mice, bank voles and both rodent species as a function of the larval occurrence index in 2012. Significant estimates are in bold (p < 0.05)
Fig. 3Correlations between the total I. ricinus larval burden of small mammal and the questing I. ricinus nymph abundance. The questing I. ricinus nymph abundance in the spring is modelled as a function of the total I. ricinus larval burden the previous year for wood mice on the left and for bank voles on the right, for the agricultural landscape (first and second rows) and the forest landscapes (third and fourth rows), in spring (first and third rows) and autumn (second and fourth rows). For each panel, the line of best fit from the simple linear regression (when significant), the R2 value and p-value are shown
Questing I. ricinus nymph abundance as a function of the larval occurrence index and small mammal abundances
| Explanatory variable | Abundance of | |||||
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| Spring | Autumn | |||||
| Estimate (± SE) | z-value | p | Estimate (± SE) | z-value | p | |
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| Wood mouse abundance |
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| 0.031 (±0.280) | 1.13 | 0.272 |
| Bank vole abundance | −0.065 (±0.074) | −0.878 | 0.411 |
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| Rodent abundance | 0.047 (±0.028) | 1.68 | 0.080 | 0.043 (±0.021) | 1.99 | 0.052 |
The abundance of questing I. ricinus nymphs in the spring of year t was modelled using generalized linear models and a negative binomial error distribution. Explanatory variables include: the larval occurrence index in year t-1, the abundance of wood mice in year t-1, the abundance of bank voles in year t-1, and the abundance of all rodents in year t-1. Each model contains only one explanatory variable (i.e. simple regression). The slope and standard error are shown for each one-variable model. Significant estimates are in bold (p < 0.05)
Questing I. ricinus nymph abundance as a function of the I. ricinus larval occurrence index, small mammal abundance and landscape features
| Effect estimates (± SE) on questing | |||
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| Landscapes | All landscapes | Agricultural | Forest |
| Sub-model (included variables) | All variables | All variables | Landscape excluded |
| N transects | 2 × 36 | 2 × 18 | 2 × 18 |
| Intercept |
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| Sampling year | |||
| Recruitment variable | |||
| Larva occurrence index spring t-1 |
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| Host variables | |||
| Wood mouse abundance spring t-1 |
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| Wood mouse abundance autumn t-1 | |||
| Bank vole abundance spring t-1 |
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| Bank vole abundance autumn t-1 |
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| Environmental variables | |||
| EcoL |
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| Wood | 0.355 (±0.224) | - | |
| ENN-Wood | - | ||
Generalized linear models of the abundance of questing I. ricinus nymph abundance in spring in the agricultural landscapes, the forest landscapes, and all the landscapes combined. The response variable was modelled using a negative binomial error distribution (GLMNBs). The explanatory variables include the larval occurrence index the previous year (in spring and autumn), the rodent abundance the previous year (in spring and autumn), the landscape variables (except in the forest landscapes models) and the sampling year. Each model contains all the significant explanatory variables (i.e. multiple regressions). The slope and standard error of the numeric variables from the model with the lowest AICc are given (see text). Significant codes are “°”: alpha = 0.1, “*”: alpha = 0.05, “**”: alpha = 0.01 and “***”: alpha = 0.001. Significant estimates (p < 0.05) are in bold