| Literature DB >> 27671620 |
W Daniel Kissling1, Anne Blach-Overgaard2, Roelof E Zwaan1, Philipp Wagner3,4.
Abstract
To what extent deep-time dispersal limitation shapes present-day biodiversity at broad spatial scales remains elusive. Here, we compiled a continental dataset on the distributions of African lizard species in the reptile subfamily Agaminae (a relatively young, Neogene radiation of agamid lizards which ancestors colonized Africa from the Arabian peninsula) and tested to what extent historical colonization and dispersal limitation (i.e. accessibility from areas of geographic origin) can explain present-day species richness relative to current climate, topography, and climate change since the late Miocene (~10 mya), the Pliocene (~3 mya), and the Last Glacial Maximum (LGM, 0.021 mya). Spatial and non-spatial multi-predictor regression models revealed that time-limited dispersal via arid corridors is a key predictor to explain macro-scale patterns of species richness. In addition, current precipitation seasonality, current temperature of the warmest month, paleo-temperature changes since the LGM and late Miocene, and topographic relief emerged as important drivers. These results suggest that deep-time dispersal constraints - in addition to climate and mountain building - strongly shape current species richness of Africa's arid-adapted taxa. Such historical dispersal limitation might indicate that natural movement rates of species are too slow to respond to rates of ongoing and projected future climate and land use change.Entities:
Year: 2016 PMID: 27671620 PMCID: PMC5037428 DOI: 10.1038/srep34014
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Distributional knowledge of agamid lizards across Africa.
In (a), 1,454 geo-referenced and quality-checked records across all 74 species of agamid lizards are shown. The records are spatially unique at 10 × 10 km resolution. In (b), examples of binary species distribution maps at 10 × 10 km resolution are illustrated as derived from occurrence records and species distribution modelling. Species with <5 records (e.g. Trapelus savignii and Agama robecchii) were not modelled. Species with sample sizes 20 > x ≥ 5 (e.g. Trapelus aspersus and Agama planiceps) were modelled with a bioclimatic envelop (surface range envelope) model. Species with ≥20 records were modelled either with a bioclimatic envelop model (e.g. Agama sankaranica), machine-learning methods such as Maxent (e.g. Agama finchi), or generalized boosting models (e.g. Agama lionotus). In cases where a shortage of locality records did not allow to accurately predict a species distributional range (e.g. Agama planiceps), model predictions were complemented with expert-based range maps (shown with green lines). In (c), agamid species richness is illustrated, derived from summing up all individual species distributions for a grid in cylindrical equal area projection with 110 × 110 km resolution (equivalent to c. 1° × 1° near the equator). Species distributions were modelled using the statistical programming language R and maps were created using ArcGIS (version 10.2, ESRI, Redlands, CA, USA).
Predictor variables to explain spatial variation in species richness of agamid lizards across Africa.
| Abbreviation | Predictor variables (units) | Data source |
|---|---|---|
| DISP1 | Simulated dispersal into a homogeneous environment (all grid cells with suitability | Locations of colonization areas from Wagner |
| DISP2 | Simulated dispersal (i.e. accessibility) as in DISP1, but Sahara desert masked as unsuitable ( | Extent of Sahara desert biome from Olson |
| DISP3 | Simulated dispersal (i.e. accessibility) as in DISP2, but Congo forests with low suitability ( | Extent of Sahara desert and Congo rainforest from Olson |
| DISP4 | Simulated dispersal (i.e. accessibility) as in DISP3, but arid corridors with high suitability ( | Extent of Sahara desert and Congo rainforest from Olson |
| TEMP | Annual mean temperature (°C × 10) | Worldclim dataset |
| TEMP MAX | Maximum temperature of the warmest month (°C × 10) | Worldclim dataset |
| TEMP MIN | Minimum temperature of the coldest month (°C × 10) | Worldclim dataset |
| PREC | Annual precipitation (mm yr−1) | Worldclim dataset |
| PREC DRY | Precipitation of driest month (mm) | Worldclim dataset |
| PREC SEAS | Precipitation seasonality: coefficient of variation of monthly values (mm) | Worldclim dataset |
| LGM TEMP | Anomaly in annual mean temperature between Last Glacial Maximum ( | Calculated in ArcGIS as the difference between current annual mean temperature |
| LGM PREC | Anomaly in annual precipitation between Last Glacial Maximum ( | Calculated in ArcGIS as the difference between current annual precipitation |
| PLIO TEMP | Anomaly in annual mean temperature between late Pliocene ( | Calculated in ArcGIS as the difference between current annual mean temperature |
| PLIO PREC | Anomaly in annual precipitation between between late Pliocene ( | Calculated in ArcGIS as the difference between current annual precipitation |
| MIO TEMP | Anomaly in annual mean temperature between late Miocene (11.61–7.25 mya) and present (°C × 10) | Calculated in ArcGIS as the difference between current annual mean temperature |
| MIO PREC | Anomaly in annual precipitation between late Miocene (11.61–7.25 mya) and present (mm yr−1) | Calculated in ArcGIS as the difference between current annual precipitation |
| TOPO | Topographic heterogeneity: range in elevation (m) | SRTM data |
Figure 2Hypothesized and simulated colonization and dispersal routes.
(a) Hypothesized colonization routes of agamid taxa into Africa via the Sinai (CR1) or the Bab al-Mandab (CR2), the 27 km broad strait between the Arabian Peninsula and the African continent26. Subsequent dispersal of arid taxa into Africa has been hypothesised via arid dispersal corridors such as the North African corridor, the Sahel corridor, and the arid corridor from south-western Africa to the Horn of Africa242526. Extents of the Sahara desert and Congolian forests were derived from Olson et al.12. (b–e) Simple dispersal spread patterns (DISP1–DISP4) simulated with KISSMig11, illustrating accessibility of the African continent from the origins CR1 and CR2 (black triangles). The scenarios represent DISP1 (no barriers, equally high suitability across Africa), DISP2 (Sahara desert unsuitable), DISP3 (like DISP2, but Congo forests with low suitability) and DISP4 (like DISP3, but arid corridors with high suitability and other cells with intermediate suitability). For further details of simulations see text and Table 1. Colonization was simulated using the statistical programming language R and maps were created using ArcGIS (version 10.2, ESRI, Redlands, CA, USA).
Standardized coefficients from multi-predictor regression models to explain species richness of agamid lizards across Africa.
| OLS | SAR | |||
|---|---|---|---|---|
| Coefficient | Coefficient | |||
| Intercept | 1.885 | 1.819 | ||
| DISP4 | ||||
| TEMP MAX | ||||
| TEMP MIN | 0.333 | n.s. | ||
| PREC | n.s. | |||
| PREC DRY | n.s. | |||
| PREC SEAS | ||||
| PREC SEAS2 | 0.144 | |||
| LGM TEMP | ||||
| LGM PREC | 0.350 | 0.011 | n.s. | |
| PLIO TEMP | n.s. | |||
| MIO TEMP | ||||
| MIO PREC | 0.067 | n.s. | 0.022 | n.s. |
| TOPO | ||||
| 0.450 | 0.276 | |||
| 0.891 | ||||
| Moran’s | 0.721 | |||
| n.s. | ||||
Two types of models are compared, a non-spatial ordinary least square (OLS) regression and a spatial simultaneous autoregressive (SAR) model. Significant linear effects detected in both OLS and SAR models are indicated by boldface type. PREC DRY and absolute values of LGM PREC were log(x + 1) transformed, all other predictor variables and the response variable (species richness) were untransformed (compare Table 1 for abbreviations and explanations of predictor variables). The explained variance of the environmental components (R2), the explained variance of the full SAR model including both environment and space (R2), the Moran’s I, and the p-value of Moran’s I are given. Significance of Moran’s I was determined by permutation tests (n = 999 permutations). Significance levels: ***p < 0.001; **p < 0.01; *p < 0.05. n.s., not significant.
Figure 3Effects of key predictor variables on species richness of agamid lizards across Africa.
In (a), the relative importance (standardized coefficients) of six key predictor variables from the non-spatial regression model is illustrated. The variables are those that show significant effects in both spatial and non-spatial models (compare Table 2). The direction of effect is indicated as + or −. In (b), partial residual plots illustrate the relationship between a predictor and species richness once all other predictors have been statistically accounted for in a multiple-predictor model (see ‘OLS’ in Table 2). Abbreviations, units and sources of predictor variables are explained in Table 1. Each dot represents one 110 × 110 km grid cell. Plots were created using the statistical programming language R.
Figure 4Geographic variation of key predictor variables.
Variables include (a) the simulated accessibility via dispersal routes from colonization areas (compare ‘DISP4’ in Table 1), (b) present-day maximum temperature of the warmest month, (c) present-day precipitation seasonality (coefficient of variation of monthly precipitation values), (d) paleoclimatic changes (anomalies) in mean annual temperature between the Last Glacial Maximum (LGM) and the present, (e) paleoclimatic changes (anomalies) in mean annual temperature between the Miocene and the present, and (f) topographic heterogeneity (range in elevation). Maps are in WGS 1984 projection and show quantile classification. Created using ArcGIS (version 10.2, ESRI, Redlands, CA, USA).