Hostname: page-component-586b7cd67f-r5fsc Total loading time: 0 Render date: 2024-11-25T17:04:46.822Z Has data issue: false hasContentIssue false

Regional flea and host assemblages form biogeographic, but not ecological, clusters: evidence for a dispersal-based mechanism as a driver of species composition

Published online by Cambridge University Press:  05 July 2022

Boris R. Krasnov*
Affiliation:
Mitrani Department of Desert Ecology, Swiss Institute for Dryland Environmental and Energy Research, Jacob Blaustein Institutes for Desert Research, Ben-Gurion University of the Negev, Sede Boqer Campus, 8499000 Midreshet Ben-Gurion, Israel
Georgy I. Shenbrot
Affiliation:
Mitrani Department of Desert Ecology, Swiss Institute for Dryland Environmental and Energy Research, Jacob Blaustein Institutes for Desert Research, Ben-Gurion University of the Negev, Sede Boqer Campus, 8499000 Midreshet Ben-Gurion, Israel
Irina S. Khokhlova
Affiliation:
Wyler Department of Dryland Agriculture, French Associates Institute for Agriculture and Biotechnology of Drylands, Ben-Gurion University of the Negev, Sede Boqer Campus, 8499000 Midreshet Ben-Gurion, Israel
*
Author for correspondence: Boris R. Krasnov, E-mail: [email protected]

Abstract

We used data on the species composition of regional assemblages of fleas and their small mammalian hosts from 6 biogeographic realms and applied a novel method of step-down factor analyses (SDFA) and cluster analyses to identify biogeographic (across the entire globe) and ecological (within a realm across the main terrestrial biomes) clusters of these assemblages. We found that, at the global scale, the clusters of regional assemblage loadings on SDFA axes reflected well the assemblage distribution, according to the biogeographic realms to which they belong. At the global scale, the cluster topology, corresponding to the biogeographic realms, was similar between flea and host assemblages, but the topology of subtrees within realm-specific clusters substantially differed between fleas and hosts. At the scale of biogeographic realms, the distribution of regional flea and host assemblages did not correspond to the predominant biome types. Assemblages with similar loadings on SDFA axes were often situated in different biomes and vice versa. The across-biome, within-realm distributions of flea vs host assemblages suggested weak congruence between these distributions. Our results indicate that dispersal is a predominant mechanism of flea and host community assembly across large regions.

Type
Research Article
Creative Commons
Creative Common License - CCCreative Common License - BY
This is an Open Access article, distributed under the terms of the Creative Commons Attribution licence (http://creativecommons.org/licenses/by/4.0/), which permits unrestricted re-use, distribution and reproduction, provided the original article is properly cited.
Copyright
Copyright © The Author(s), 2022. Published by Cambridge University Press

Introduction

It is commonly accepted that the species composition of a biological community is driven by multiple mechanisms that act at both evolutionary and ecological scales (e.g. Connor and Simberloff, Reference Connor and Simberloff1979; Chesson, Reference Chesson2000; Kraft and Ackerly, Reference Kraft, Ackerly and Monson2014). The main mechanisms determining species assembly are associated with either (a) the environmental requirements of the species coupled with interspecific interactions (e.g. Ackerly and Cornwell, Reference Ackerly and Cornwell2007) or (b) stochastic speciation/extinction processes and biogeographic histories such as dispersal (e.g. Hubbell, Reference Hubbell2001). An example of the former mechanism is the so-called ‘environmental filtering’ (e.g. van der Valk, Reference van der Valk1981), in which the environment dictates the community composition by permitting it to be composed only of species possessing certain morphological, physiological, behavioural and/or ecological traits that allow a species to tolerate the biotic and abiotic conditions in that environment (e.g. Kraft and Ackerly, Reference Kraft, Ackerly and Monson2014). However, between-species similarities in these traits likely lead to an increase in the intensity of interspecific competition (e.g. Schoener, Reference Schoener1974). As a result, the overlap in the resource use by coexisting species must be limited (MacArthur and Levins, Reference MacArthur and Levins1967). A community's composition is thus seen as being driven by deterministic niche-based processes (Hubbell, Reference Hubbell2001). In contrast, the predominance of stochastic speciation/extinction and biogeographic processes results in ‘neutral’ communities (Hubbell, Reference Hubbell2001, Reference Hubbell2006). Species composing ‘neutral communities’ and belonging to the same trophic level are considered equivalent in their fitness and competitive abilities, so that ‘neutral communities’ are shaped by dispersal limitations and population dynamics. Efforts aimed at reconciling niche-based and dispersal-based ( = neutral) perspectives of community assembly have resulted in the conclusion that communities may be assembled by both types of processes, so that niche-assembled and dispersal-assembled communities form opposite ends of a continuum (Gravel et al., Reference Gravel, Canham, Beaudet and Messier2006).

Studies aimed at elucidating assembly processes in parasite communities have produced contradictory results. The important role played by niche-based processes has been demonstrated in some parasite communities (e.g. Gutiérrez and Martorelli, Reference Gutiérrez and Martorelli1999; Mouillot, Reference Mouillot2007; Krasnov et al., Reference Krasnov, Shenbrot, Khokhlova, Stanko, Morand and Mouillot2015a), whereas the predominance of dispersal-based assembly has been indicated in other ones (Mouillot et al., Reference Mouillot, George-Nascimento and Poulin2003; Krasnov et al., Reference Krasnov, Shenbrot and Khokhlova2015b). Furthermore, the relative importance of niche-based vs dispersal-based assembly processes may be scale-dependent and may vary in dependence on whether the infra- (in a host individual), component (in a host population) or compound (in a locality) parasite community is considered (Holmes and Price, Reference Holmes, Price, Kittawa and Anderson1986). For example, both stochastic and niche-based mechanisms of species assembly have been indicated for infracommunities of fleas harboured by small mammalian hosts (Krasnov et al., Reference Krasnov, Shenbrot, Khokhlova, Hawlena and Degen2006 vs Surkova et al., Reference Surkova, Korallo-Vinarskaya, Vinarski, van der Mescht, Warburton, Khokhlova and Krasnov2018). The same was true for compound communities of these parasites (Krasnov et al., Reference Krasnov, Shenbrot, Khokhlova, Stanko, Morand and Mouillot2015a vs Krasnov et al., Reference Krasnov, Shenbrot and Khokhlova2015b).

The relative importance of niche-based vs dispersal-based processes in parasite community assembly has rarely been specifically studied (Mouillot, Reference Mouillot2007; Gibert et al., Reference Gibert, Shenbrot, Stanko, Khokhlova and Krasnov2021). Recently, Gibert et al. (Reference Gibert, Shenbrot, Stanko, Khokhlova and Krasnov2021) applied a permutation-based algorithm to infer whether regional flea communities parasitic on small mammals in 4 biogeographic realms are predominantly niche- or dispersal-assembled. They found that these communities’ assembly is, to a great extent, governed by the dispersal processes mediated via their hosts and, to a much lesser extent, by the niche-based processes. The influence of hosts on the dispersal process is not surprising because, obviously, fleas are not likely to disperse on their own and strongly rely on hosts as dispersal vehicles. The disadvantage of Gibert et al.'s (Reference Gibert, Shenbrot, Stanko, Khokhlova and Krasnov2021) approach is that the input data are strictly limited to species composition in the adjacent regions. This may mask the general pattern and lead to confounded results. Indeed, the indication of dispersal-based assembly held for 3 of the 4 biogeographic realms, whereas in the Nearctic, a stronger niche-based than dispersal-based assembly mechanism, was found.

Another way to distinguish between dispersal-based vs niche-based processes in community assembly is to ordinate biological communities using data on species composition and compare the ordination results with the spatial (e.g. across geographic regions) vs the ecological (e.g. across biome habitat types) distribution of these communities. Congruence between the resultant community clusters and their geographic locations, but not habitat/biome types, would indicate the predominance of dispersal-based assembly, whereas the opposite would indicate the predominance of niche-based assembly. Congruence between the ordination results and both geographic and habitat/biome-associated distribution would indicate the action of both processes. Furthermore, a comparison between the ordination results for parasite and host species composition would provide insight into the mediating role played by hosts in parasite community assembly.

Among multiple ordination methods (see Borcard et al., Reference Borcard, Gillet and Legendre2018), the principal component analysis (PCA) and the factor analysis (FA) are the most popular. The aim of both methods is to identify the underlying variables ( = factors = axes) explaining the pattern of correlations between the observed variables and, thus, to produce a small number of factors that explain most of the variance in a much larger number of original variables. The main difference between the PCA and the FA is that the former is a variance-oriented technique, whereas the latter decomposes co-variance (e.g. Shaukat and Uddin, Reference Shaukat and Uddin1989). The traditional FA has a long history of application in ecology, psychology and sociology (e.g. Dagnélie, Reference Dagnélie1960; Goff and Cottam, Reference Goff and Cottam1967; Cattell, Reference Cattell1978). One of the FA's advantages is that each produced factor ( = axis) suggests groupings of sites or samples as a single entity, without an a priori assumption of how many groups exist or definitions of discrete clusters (Alroy, Reference Alroy2019). However, implementing FA for presence–absence data is problematic when the gradients are long and there are many absences so that the majority of pairs of sites/samples have no shared species. As a result, the sites/samples at gradient extremes bend inwards and appear closer than other pairs of samples (horseshoe effect; Hill, Reference Hill1973; ter Braak, Reference ter Braak1985; Borcard et al., Reference Borcard, Gillet and Legendre2018). Alroy (Reference Alroy2019) proposed a modification of the FA, called the step-down factor analysis (SDFA), which aims to resolve this issue by assigning a negative value to an absence in which the missing species never co-occurs with the species found in the relevant sample. The results of implementing the SDFA on both simulated and real data have appeared to be superior to those produced by the traditional FA, as well as by other multiple ordination methods (see details in Alroy, Reference Alroy2019).

Here, we applied the SDFA to data on the species composition of regional assemblages of fleas and their small mammalian hosts from 6 biogeographic realms (the Afrotropics, Australasia, the Indo-Malay, the Nearctic, the Neotropics and the Palearctic). First, we aimed to identify biogeographic (across the entire globe) and ecological (within a realm across the main terrestrial biomes) clusters of flea and host assemblages. At the global scale, we expected that the clusters of regional assemblage loadings on SDFA axes would reflect the distribution of the assemblages according to the biogeographic realms to which they belong and, thus, indicate dispersal-based assembly. At the realm scale, we expected that these clusters would reflect the distribution of regional assemblages according to the predominant biomes in the respective regions and, thus, indicate niche-based assembly. Second, we aimed to understand whether biogeographic or ecological clusters of flea and host assemblages from the same regions match each other.

Materials and methods

Data on flea and host species composition

We used data obtained from various literature sources (including many ‘grey’ publications) on the species composition of fleas and their small mammalian hosts (tachyglossid Monotremata, Dasyuromorphia, Paramelemorphia, Diprotodontia, Macropodiformes, Didelphimorphia, Paucituberculata, Macroscelidea, Eulipotyphla, Rodentia and the ochotonid Lagomorpha) from 109 regions of the world (15 different regions in the Afrotropics, 8 regions in the Australasia, 10 regions in the Indo-Malay, 23 regions in the Nearctic, 17 regions in the Neotropics and 36 regions in the Palearctic) (see lists of regions and references in Supplementary Materials, Appendices 1 and 2). We took into the analyses only host species that harboured fleas. Synanthropic ubiquitous rodents (Rattus norvegicus, Rattus rattus and Mus musculus) and the ubiquitous fleas associated with these rodents (Xenopsylla cheopis, Xenopsylla brasiliensis, Nosopsyllus fasciatus and Nosopsyllus londiniensis) were excluded from the analyses. In total, our data included 1313 flea and 1153 host species. The numbers of flea and host species in each region are presented in Table S1, Appendix 1, Supplementary Materials.

Data analyses

We constructed matrices of either flea species × regions or host species × regions for either the entire globe or separately for each of the biogeographic realms (except for Australasia because there were data for only 8 regions) and applied the SDFA for fleas and hosts separately using the function ‘stepdown’ proposed by Alroy (Reference Alroy2019) and the function ‘fa’ of the package ‘psych’ (Revelle, Reference Revelle2022) implemented in the R statistical environment (R Core Team, 2021). We ran this function with the options (rotate = ‘varimax’) and (fm = ‘minres’). Initially, we specified 10 factors. Then, we removed the factors that cumulatively explained less than 10% of the variation and ran the SDFA with the number of factors remaining after this winnowing. The similarity between factors that was produced by the SDFA for fleas and hosts was further assessed using Tucker's congruence coefficient (TCC; see details in Lovik et al., Reference Lovik, Nassiri, Verbeke and Molenberghs2020). It represents a cosine between 2 vectors defined by the matrix of loadings and based at the origin, and it ranges from −1 to +1. Lorenzo-Seva and ten Berge (Reference Lorenzo-Seva and ten Berge2006) established cut-off values in the range of 0.85–0.94 as corresponding to a fair similarity and a value higher than 0.95 as an indicator that the 2 factors are equal. We estimated the TCC using the function ‘factor.congruence’ of the R package ‘psych’. We visualized the geographic distribution of regional flea and host assemblages according to their loadings on axes produced by the SDFA, using the R packages ‘sp’ (Pebesma and Bivand, Reference Pebesma and Bivand2005; Bivand et al., Reference Bivand, Pebesma and Gomez-Rubio2013), ‘sf’ (Pebesma, Reference Pebesma2018), ‘rnaturalearch’ (South, Reference South2017) and ‘ggplot2’ (Wickham, Reference Wickham2016). Mappings of regional flea and host assemblages within the biogeographic realms were done for the maps of the main terrestrial biomes according to Olson et al.'s (Reference Olson, Dinerstein, Wikramanayake, Burgess, Powell, Underwood, D'amico, Itoua, Strand, Morrison, Loucks, Allnutt, Ricketts, Kura, Lamoreux, Wettengel, Hedao and Kassem2001) classification.

Then, we applied hierarchical cluster analyses with Ward's linkage method to regional flea and host assemblages using the R package ‘dendextend’ (Galili, Reference Galili2015). We visualized the clustering of flea vs host assemblages for comparison with the function ‘tanglegram’ using a stepwise rotation of the 2 trees (option method = step2side). The similarity between each pair's (i.e. flea and host) dendrograms was estimated using Baker's gamma correlation (Baker, Reference Baker1974).

Results

The SDFA of regional flea and host assemblages produced from 2 to 4 factors ( = axes). The proportion of variance explained by these axes, both at the global scale and at the scale of individual biogeographic realms, was high (Table 1). Two (for the Afrotropical fleas) and 3 (for the entire globe and the remaining realms) SDFA axes cumulatively explained from 83 to 100% of the variation. In general, the axes were congruent between fleas and hosts (see Tables S2–S7, Appendix 3, Supplementary Material) with the TCC ranging from 0.85 to 1.00 between the first 2 axes (except for the second axes for fleas and hosts in the Afrotropics).

Table 1. Proportion of variance explained by 2, 3 or 4 axes of the step-down factor analyses for flea and host assemblages across the entire world and 5 biogeographic realms (the Australasia was not analysed separately; see text for explanation)

At the global scale, axes 1 and 2, taken together, generally recognized flea and host clusters as belonging to the 6 biogeographic realms (Fig. 1). For fleas, however, axis 1 did not distinguish between (a) the northern part of the Nearctic and the southern and the western part of the Neotropics and (b) the Australasia and the southern part of the Palearctic, whereas axis 2 did not distinguish between (a) most of the Palearctic and the Afrotropics and (b) the Nearctic and the Indo-Malay. For hosts, axis 1 combined (a) the Australasia and the Afrotropics and (b) the Indo-Malay and the eastern Palearctic. Host assemblages of the Neotropics and the northern Nearctic had similar loadings on axis 2. Interestingly, flea assemblages in North Africa and/or southern Asia were clearly distinguished from other assemblages in the Palearctic along both axes 1 and 2, whereas this was true for host assemblages along axis 1. For fleas, axes 3 and 4 combined the Holarctic flea assemblages, whereas for hosts, axes 3 and 4 recognized the difference between (a) the Afrotropics, the Neotropics and the Australasia (axis 4) and (b) the Nearctic, the Palearctic and the Indo-Malay (Fig. S1, Appendix 4, Supplementary Materials).

Fig. 1. Distribution of regional flea and host assemblages across the globe according to their loadings on axes 1–4 of the step-down factor analyses. Point size and colours scale to the assemblage loading on the respective axis.

The results of the cluster analyses of loadings on the SDFA axes demonstrated clear clusters of flea and host assemblages respective to the 6 biogeographic realms except for fleas and hosts from Madagascar (belonging to the Afrotropics but clustered with the Indo-Malay and the Australasian assemblages, respectively) and hosts from Morocco and Egypt (both belonging to the Palearctic, but with the Afrotropical assemblages) (Fig. 2). The topology of the clusters corresponding to the biogeographic realms was similar between flea and host assemblages (Baker's gamma index = 0.98). However, the topology of subtrees within realm-specific clusters substantially differed between fleas and hosts (there were only 9 identical subtrees).

Fig. 2. Tanglegram of the results of the cluster analyses of regional flea and host assemblage loadings on the axes of step-down factor analyses across the globe. Colours correspond to biogeographic realms as follows: (1) the Australasia, (2) the Afrotropics, (3) the Indo-Malay, (4) the Nearctic, (5) the Neotropics, (6) the Palearctic. Coloured lines represent subtrees common to the 2 dendrograms. See Table S1, Appendix 1, Supplementary Materials for the abbreviations of region names.

At the scale of biogeographic realms, the distribution of regional flea and host assemblages did not correspond to the predominant biome types. Assemblages with similar loadings on the SDFA axes were often situated in different biomes and vice versa. Distributions of assemblages according to their loadings on axis 1 of the SDFA, across biome types and within a realm, are presented in Figs 3–4 (see Figs S1–S4 of Appendix 4, Supplementary Material for distributions according to the loadings on axes 2–4 of the SFPDA). A visual inspection of the across-biome, within-realm distributions of flea vs host assemblages (Figs 3–4 and Figs S1–S4 of Appendix 4, Supplementary Material) suggested a generally weak congruence between these distributions. This was also supported by the results of the cluster analysis of loadings on the SDFA axes (Fig. 5). Baker's gamma indices for 4 of 5 realms ranged from 0.29 in the Indo-Malay to 0.78 in the Nearctic and reached as high as 0.88 only in the Palearctic.

Fig. 3. Distribution of regional flea and host assemblages across the Afrotropics (A), the Indo-Malay (B) and the Nearctic (C), according to their loadings on axis 1 of the step-down factor analyses. Point size and colours scale to the assemblage loading on the respective axis. Borders of terrestrial biomes, according to Olson et al. (Reference Olson, Dinerstein, Wikramanayake, Burgess, Powell, Underwood, D'amico, Itoua, Strand, Morrison, Loucks, Allnutt, Ricketts, Kura, Lamoreux, Wettengel, Hedao and Kassem2001), are shown.

Fig. 4. Distribution of regional flea and host assemblages across the Neotropics (A) and the Palearctic (B), according to their loadings on axis 1 of the step-down factor analyses. Point size and colours scale to the assemblage loading on the respective axis. Borders of terrestrial biomes, according to Olson et al. (Reference Olson, Dinerstein, Wikramanayake, Burgess, Powell, Underwood, D'amico, Itoua, Strand, Morrison, Loucks, Allnutt, Ricketts, Kura, Lamoreux, Wettengel, Hedao and Kassem2001), are shown.

Fig. 5. Tanglegram of the results of the cluster analyses of regional flea (left dendrograms) and host (right dendrograms) assemblage loadings on the axes of step-down factor analyses within each of the 5 biogeographic realms. Colours correspond to the predominant biome of a region according to the classification of Olson et al. (Reference Olson, Dinerstein, Wikramanayake, Burgess, Powell, Underwood, D'amico, Itoua, Strand, Morrison, Loucks, Allnutt, Ricketts, Kura, Lamoreux, Wettengel, Hedao and Kassem2001) as follows: (1) tundra, (2) boreal forests/taiga, (3) montane grasslands and shrublands, (4) temperate coniferous forests, (5) temperate broadleaf and mixed forests, (6) temperate grasslands, savannas and shrublands, (7) tropical and subtropical moist broadleaf forests, (8) tropical and subtropical dry broadleaf forests, (9) tropical and subtropical grasslands, savannas and shrublands, (10) Mediterranean forests, woodlands and scrub, (11) deserts and xeric shrublands, (12) flooded grasslands and savannas. Coloured lines represent subtrees common to a pair of dendrograms. See Table S1, Appendix 1, Supplementary Materials for the abbreviations of region names and predominant biome types.

Discussion

We found that, at the global scale, clusters of regional assemblage loadings on the SDFA axes reflected well the distribution of the assemblages according to the biogeographic realms to which they belong. This, however, was not the case for assemblage distribution across the main biome types within a realm. This suggests that dispersal is a predominant mechanism of flea and host community assembly across large regions. In other words, the species composition of regional flea and host assemblages was determined first and foremost by historical processes.

The historical biogeography of mammals has been repeatedly studied, starting from the pioneering work of Simpson (Reference Simpson1940). Although some of Simpson's (Reference Simpson1940) conclusions and proposed mechanisms of mammalian distributions have been criticized (Cracraft, Reference Cracraft1974; Nelson, Reference Nelson1978), the application of modern molecular and analytical tools reinforced Simpson's (Reference Simpson1940) ideas about the importance of dispersal and vicariance in mammals’ biogeographic history (e.g. Springer et al., Reference Springer, Meredith, Janecka and Murphy2011). As obligate parasites of mammalian (although avian as well, but to a much lesser extent) hosts, fleas have closely followed the distribution of their hosts. Both earlier narrative studies of fleas’ geographic distribution (e.g. Traub, Reference Traub1972, Reference Traub, Traub and Starcke1980; Medvedev, Reference Medvedev1996, Reference Medvedev2005) and modern sophisticated molecular analyses (Whiting et al., Reference Whiting, Whiting, Hastriter and Dittmar2008; Zhu et al., Reference Zhu, Hastriter, Whiting and Dittmar2015) have provided strong support for flea biogeographic patterns mirroring those of their hosts.

In this study, the input data were merely inventories of flea and host species without any association between the species composition of a regional assemblage and its geographic location. Nevertheless, the ordination results provided clear groupings of both fleas and hosts that corresponded well to Wallacean biogeographic realms. Moreover, different axes of the SDFA captured somewhat different aspects of flea and host distributions. For example, axis 1 isolated North African and Middle Eastern flea communities, whereas axis 3 isolated the flea communities of Nepal from the rest of the Indo-Malay (Fig. 1). Similarly, Panamanian, Venezuelan and Colombian host communities were distinguished from the rest of the Neotropics along axis 1, and Moroccan and Egyptian communities from the rest of the Palearctic along axes 1 and 3 (Fig. 1). This emphasizes the substantial difference in species composition between these and other assemblages of the same realm.

The congruence between distributions of flea and host assemblages across biogeographic realms was high. This, however, did not hold for the across-biome, within-realm scale. In other words, similar regional assemblages of hosts do not necessarily harbour similar assemblages of fleas, suggesting that the dispersal patterns of fleas and hosts within a realm might be, to some extent, independent. The most likely mechanism for this independence is frequent host switching by fleas. The idea that cospeciation was the main event during the common history of the host and parasite lineages (Hafner and Nadler, Reference Hafner and Nadler1988; Ronquist, Reference Ronquist and Page2003) has been undermined by many studies that described frequent host switching among both related and unrelated hosts in various parasite–host associations (Paterson et al., Reference Paterson, Gray and Wallis1993; Beveridge and Chilton, Reference Beveridge and Chilton2001; Roy, Reference Roy2001), including fleas and their mammalian hosts (Krasnov and Shenbrot, Reference Krasnov and Shenbrot2002; Lu and Wu, Reference Lu and Wu2005; Whiting et al., Reference Whiting, Whiting, Hastriter and Dittmar2008). In fact, host switching as a highly probable evolutionary event has been demonstrated not only in phylogenetic, biogeographic and theoretical studies (e.g. Boeger et al., Reference Boeger, Kritsky and Pie2003; Meinilä et al., Reference Meinilä, Kuusela, Ziȩtara and Lumme2004; Araujo et al., Reference Araujo, Braga, Brooks, Agosta, Hoberg, von Hartenthal and Boeger2015) but also in experimental studies (e.g. Dick et al., Reference Dick, Esberard, Graciolli, Bergallo and Gettinger2009; Arbiv et al., Reference Arbiv, Khokhlova, Ovadia, Novoplansky and Krasnov2012). Ecological fitting (Janzen, Reference Janzen1985) is considered as the initial (and the main) mechanism of host switching (Agosta and Klemens, Reference Agosta and Klemens2008; Hoberg and Brooks, Reference Hoberg and Brooks2008; Agosta et al., Reference Agosta, Janz and Brooks2010). Originally, the concept of ecological fitting is related to a preadaptation scenario in which an organism (e.g. a parasite) exploits its environment (e.g. hosts), using some traits that suggest a shared evolutionary history, whereas these traits evolved in response to a different set of conditions. Imagine that a flea's main requirement is the resource (blood) presented by a host rather than a specific host species producing the resource. Given that all terrestrial vertebrates share this resource (and blood's biochemistry and nutritional value are similar among many mammals), a flea may follow the resource rather than its original source (a host species to which the flea is adapted) and may, for example, invade new areas where the resource is present despite the absence of its original source. This, however, does not mean that any flea can switch to any vertebrate host because a host must present fleas not only with its blood as a food resource but also with its burrow or nest, which is necessary for the majority of flea species as a microhabitat where they (most species) oviposit and where their pre-imaginal development takes place (see Marshall, Reference Marshall1981; Krasnov, Reference Krasnov2008). In addition, the success of host switching may depend on the fleas’ ability to extract blood from a host. This ability depends both on a host's morphological (e.g. skin depth, hair structure), physiological (e.g. immunocompetence) and behavioural (patterns of anti-ectoparasitic grooming) traits and on fleas’ morphological (e.g. possession of ctenidia), physiological (e.g. energetic cost of digestion) and behavioural (e.g. singular or multiple feeding bouts necessary for egg maturation) traits (see multiple examples in Krasnov, Reference Krasnov2008).

The results of both the SDFA and cluster analyses within realms demonstrated that the distribution of both fleas and hosts was not associated with biome types. Instead, spatial clusters could be envisaged within each biome. For example, flea and host assemblages with similar species compositions appeared to be distributed across various biomes in eastern South America (Fig. 4). The same was true for fleas in most of Europe and hosts in the eastern Palearctic (Fig. 4). This again testifies to the importance of historical processes as assembly mechanisms of flea and host communities at a large scale, whereas the role of niche-based processes, at least at this scale, is minor, supporting the idea of the scale dependence of a dispersal–niche continuum in which the role of historical processes increases with the increasing scale (Pearson and Dawson, Reference Pearson and Dawson2003; Gibert et al., Reference Gibert, Shenbrot, Stanko, Khokhlova and Krasnov2021).

Indeed, niche-based processes are likely very important for community assembly distribution at a smaller scale, such as across habitat types within a region of a particular biome. This is especially true for ectoparasites such as fleas that are influenced not only by their hosts but, to a great extent, by off-host environmental factors, such as, for example, air temperature, humidity and soil structure. Consequently, niche-based processes might be associated with the intertwined effects of environment and hosts. Moreover, the relative roles of host species vs environment differ between flea species. Fleas in Israel's Negev Desert present 3 possible scenarios for this (Krasnov et al., Reference Krasnov, Shenbrot, Medvedev, Khokhlova and Vatschenok1998, Reference Krasnov, Hastriter, Medvedev, Shenbrot, Khokhlova and Vatschenok1999). Parapulex chephrenis occurs wherever its specific hosts, rodents of genus Acomys, are found, independently of habitat type. Synosternus cleopatrae resides exclusively in sandy habitats, independently of host species composition. Xenopsylla ramesis parasitizes the rodent Meriones crassus but only in loessy habitats, whereas in dry riverbeds, it is replaced by Xenopsylla conformis. The latter example illustrates the combined host–environment effect that occurs due to across-habitat variation in the same host species’ shelter structures (Shenbrot et al., Reference Shenbrot, Krasnov, Khokhlova, Demidova and Fielden2002), which may or may not be suitable for a given flea that requires certain levels of air temperature and humidity for successful pre-imaginal development, as well as to the efficiency of physiological processes such as digestion (see Krasnov, Reference Krasnov2008).

From the methodological perspective, the SDFA appeared to be useful for revealing large-scale (global or continental) patterns and for recognizing spatially consistent clusters of samples or communities (see also Alroy, Reference Alroy2019). However, the SDFA's ability to recognize such clusters at a fine-grain scale (e.g. local) is still unknown and warrants further investigation.

Supplementary material

The supplementary material for this article can be found at https://doi.org/10.1017/S0031182022000907.

Data availability

Raw data are contained in the sources cited in Appendix 2.

Acknowledgements

We thank Uri Roll for help with R code. This is publication no. 1116 of the Mitrani Department of Desert Ecology.

Author contributions

B. R. K. conceived and designed the study. All authors collected the data and performed statistical analyses. B. R. K. wrote the first draft of the article. All authors finalized the article.

Financial support

This study did not receive any specific financial support.

Conflict of interest

None.

Ethical standards

This study is based on published data, and therefore, ethical standards are not applicable.

References

Ackerly, DD and Cornwell, WK (2007) A trait-based approach to community assembly: partitioning of species trait values into within- and among-community components. Ecology Letters 10, 135145.CrossRefGoogle ScholarPubMed
Agosta, SJ and Klemens, JA (2008) Ecological fitting by phenotypically flexible genotypes: implications for species associations, community assembly and evolution. Ecology Letters 11, 11231134.CrossRefGoogle ScholarPubMed
Agosta, SJ, Janz, N and Brooks, DR (2010) How specialists can be generalists: resolving the ‘parasite paradox’ and implications for emerging infectious disease. Zoologia (Curitiba) 27, 151162.CrossRefGoogle Scholar
Alroy, J (2019) Discovering biogeographic and ecological clusters with a graph theoretic spin on factor analysis. Ecography 42, 15041513.CrossRefGoogle Scholar
Araujo, SBL, Braga, MP, Brooks, DR, Agosta, SJ, Hoberg, EP, von Hartenthal, FW and Boeger, WA (2015) Understanding host-switching by ecological fitting. PLoS ONE 10, e0139225.CrossRefGoogle ScholarPubMed
Arbiv, A, Khokhlova, IS, Ovadia, O, Novoplansky, A and Krasnov, BR (2012) Use it or lose it: reproductive implications of ecological specialization in a haematophagous ectoparasite. Journal of Evolutionary Biology 25, 11401148.CrossRefGoogle Scholar
Baker, FB (1974) Stability of two hierarchical grouping techniques. Case 1: sensitivity to data errors. Journal of the American Statistical Association 69, 440445.Google Scholar
Beveridge, I and Chilton, NB (2001) Co-evolutionary relationships between the nematode subfamily Cloacininae and its macropodid marsupial hosts. International Journal for Parasitology 21, 976996.CrossRefGoogle Scholar
Bivand, RS, Pebesma, EJ and Gomez-Rubio, V (2013) Applied Spatial Data Analysis with R, 2nd Edn. NY: Springer.CrossRefGoogle Scholar
Boeger, WA, Kritsky, DC and Pie, MR (2003) Context of diversification of the viviparous Gyrodactylidae (Platyhelminthes, Monogenoidea). Zoologica Scripta 32, 437448.CrossRefGoogle ScholarPubMed
Borcard, D, Gillet, F and Legendre, P (2018) Numerical Ecology with R, 2nd Edn. NY: Springer.CrossRefGoogle Scholar
Cattell, RB (1978) The Scientific Use of Factor Analysis in Behavioral and Life Sciences. NY: Plenum.CrossRefGoogle Scholar
Chesson, P (2000) Mechanisms of maintenance of species diversity. Annual Review of Ecology and Systematics 31, 343366.CrossRefGoogle Scholar
Connor, EF and Simberloff, D (1979) The assembly of species communities: chance or competition. Ecology 60, 11321140.CrossRefGoogle Scholar
Cracraft, J (1974) Continental drift and vertebrate distribution. Annual Review of Ecology and Systematics 5, 215261.CrossRefGoogle Scholar
Dagnélie, P (1960) Contribution à l’étude des communautés végétales par l'analyse factorielle. Bulletin du Service de la Carte Phytogéographique, Série B, Carte des Groupements Végétaux 5, 771.Google Scholar
Dick, CW, Esberard, CEL, Graciolli, G, Bergallo, HG and Gettinger, D (2009) Assessing host specificity of obligate ectoparasites in the absence of dispersal barriers. Parasitology Research 105, 13451349.CrossRefGoogle ScholarPubMed
Galili, T (2015) dendextend: An R package for visualizing, adjusting, and comparing trees of hierarchical clustering. Bioinformatics 31, 37183720.CrossRefGoogle Scholar
Gibert, C, Shenbrot, GI, Stanko, M, Khokhlova, IS and Krasnov, BR (2021) Dispersal-based versus niche-based processes as drivers of flea species composition on small mammalian hosts: inferences from species occurrences at large and small scales. Oecologia 197, 471484.CrossRefGoogle ScholarPubMed
Goff, FG and Cottam, G (1967) Gradient analysis: the use of species and synthetic indices. Ecology 48, 793806.CrossRefGoogle ScholarPubMed
Gravel, D, Canham, CD, Beaudet, M and Messier, C (2006) Reconciling niche and neutrality: the continuum hypothesis. Ecology Letters 9, 399409.CrossRefGoogle ScholarPubMed
Gutiérrez, PA and Martorelli, SR (1999) Niche preferences and spatial distribution of Monogenea on the gills of Pimelodus maculatus in Río de la Plata (Argentina). Parasitology 119, 183188.CrossRefGoogle Scholar
Hafner, MS and Nadler, SA (1988) Phylogenetic trees support the coevolution of parasites and their hosts. Nature 332, 258259.CrossRefGoogle ScholarPubMed
Hill, MO (1973) Reciprocal averaging: an eigenvector method of ordination. Journal of Ecology 61, 237249.CrossRefGoogle Scholar
Hoberg, EP and Brooks, DR (2008) A macroevolutionary mosaic: episodic host-switching, geographical colonization and diversification in complex host-parasite systems. Journal of Biogeography 35, 15331550.CrossRefGoogle Scholar
Holmes, JC and Price, PW (1986) Communities of parasites. In Kittawa, J and Anderson, DJ (eds), Community Ecology: Pattern and Process. Oxford: Blackwell, pp. 187213.Google Scholar
Hubbell, SP (2001) The Unified Neutral Theory of Biodiversity and Biogeography. Princeton: Princeton University Press.Google Scholar
Hubbell, SP (2006) Neutral theory and the evolution of ecological equivalence. Ecology 87, 13871398.CrossRefGoogle ScholarPubMed
Janzen, DH (1985) On ecological fitting. Oikos 45, 308310.CrossRefGoogle Scholar
Kraft, NJB and Ackerly, DD (2014) Assembly of plant communities. In Monson, RK (ed.), Ecology and the Environment. The Plant Sciences, vol. 8. NY: Springer, pp. 6888.Google Scholar
Krasnov, BR (2008) Functional and Evolutionary Ecology of Fleas. A Model for Ecological Parasitology. Cambridge: Cambridge University Press.CrossRefGoogle Scholar
Krasnov, BR and Shenbrot, GI (2002) Coevolutionary events in history of association of jerboas (Rodentia: Dipodidae) and their flea parasites. Israel Journal of Zoology 48, 331350.CrossRefGoogle Scholar
Krasnov, BR, Shenbrot, GI, Medvedev, SG, Khokhlova, IS and Vatschenok, VS (1998) Habitat-dependence of a parasite-host relationship: flea assemblages in two gerbil species of the Negev Desert. Journal of Medical Entomology 35, 303313.CrossRefGoogle ScholarPubMed
Krasnov, BR, Hastriter, MW, Medvedev, SG, Shenbrot, GI, Khokhlova, IS and Vatschenok, VS (1999) Additional records of fleas (Siphonaptera) on wild rodents in the southern part of Israel. Israel Journal of Zoology 45, 333340.Google Scholar
Krasnov, BR, Shenbrot, GI, Khokhlova, IS, Hawlena, H and Degen, AA (2006) Temporal variation in parasite infestation of a host individual: does a parasite-free host remain uninfested permanently? Parasitology Research 99, 541545.CrossRefGoogle ScholarPubMed
Krasnov, BR, Shenbrot, GI, Khokhlova, IS, Stanko, M, Morand, S and Mouillot, D (2015 a) Assembly rules of ectoparasite communities across scales: combining patterns of abiotic factors, host composition, geographic space, phylogeny and traits. Ecography 38, 184197.CrossRefGoogle Scholar
Krasnov, BR, Shenbrot, GI and Khokhlova, IS (2015 b) Historical biogeography of fleas: the former Bering Land Bridge and phylogenetic dissimilarity between the Nearctic and Palearctic assemblages. Parasitology Research 114, 16771686.CrossRefGoogle ScholarPubMed
Lorenzo-Seva, U and ten Berge, JMF (2006) Tucker's congruence coefficient as a meaningful index of factor similarity. Methodology 2, 5764.CrossRefGoogle Scholar
Lovik, A, Nassiri, V, Verbeke, G and Molenberghs, G (2020) A modified Tucker's congruence coefficient for factor matching. Methodology 16, 5974.CrossRefGoogle Scholar
Lu, L and Wu, H (2005) Morphological phylogeny of Geusibia Jordan, 1932 (Siphonaptera: Leptopsyllidae) and the host-parasite relationships with pikas. Systematic Parasitology 61, 6578.Google Scholar
MacArthur, RH and Levins, R (1967) The limiting similarity, convergence, and divergence of coexisting species. American Naturalist 101, 377385.CrossRefGoogle Scholar
Marshall, AG (1981) The Ecology of Ectoparasitic Insects. London: Academic Press.Google Scholar
Medvedev, SG (1996) Geographical distribution of families of fleas (Siphonaptera). Entomological Review 76, 978992.Google Scholar
Medvedev, SG (2005) An attempted system analysis of the evolution of the order of fleas (Siphonaptera). Lectures in Memoriam N. A. Kholodkovsky, No. 57. Saint Petersburg: Russian Entomological Society and Zoological Institute of Russian Academy of Sciences, in Russian.Google Scholar
Meinilä, M, Kuusela, J, Ziȩtara, MS and Lumme, J (2004) Initial steps of speciation by geographic isolation and host switch in salmonid pathogen Gyrodactylus salaris (Monogenea: Gyrodactylidae). International Journal for Parasitology 34, 515526.CrossRefGoogle ScholarPubMed
Mouillot, D (2007) Niche-assembly vs dispersal-assembly rules in coastal fish metacommunities: implications for management of biodiversity in brackish lagoons. Journal of Applied Ecology 44, 760767.CrossRefGoogle Scholar
Mouillot, D, George-Nascimento, M and Poulin, R (2003) How parasites divide resources: a test of the niche apportionment hypothesis. Journal of Animal Ecology 72, 757764.CrossRefGoogle Scholar
Nelson, G (1978) From Candolle to Croizat: comments on the history of biogeography. Journal of the Historical of Biology 11, 269305.CrossRefGoogle ScholarPubMed
Olson, DM, Dinerstein, E, Wikramanayake, ED, Burgess, ND, Powell, GVN, Underwood, EC, D'amico, JA, Itoua, I, Strand, HI, Morrison, JC, Loucks, CJ, Allnutt, TF, Ricketts, TH, Kura, Y, Lamoreux, JF, Wettengel, WW, Hedao, P and Kassem, KR (2001) Terrestrial ecoregions of the World: a new map of life on Earth: a new global map of terrestrial ecoregions provides an innovative tool for conserving biodiversity. BioScience 51, 933938.CrossRefGoogle Scholar
Paterson, AM, Gray, RD and Wallis, GP (1993) Parasites, petrels and penguins: does louse presence reflect seabird phylogeny? International Journal for Parasitology 23, 515526.CrossRefGoogle Scholar
Pearson, RG and Dawson, TP (2003) Predicting the impacts of climate change on the distribution of species: are bioclimate envelope models useful? Global Ecology and Biogeography 12, 361371.CrossRefGoogle Scholar
Pebesma, EJ (2018) Simple features for R: standardized support for spatial vector data. The R Journal 10, 439446.CrossRefGoogle Scholar
Pebesma, EJ and Bivand, RS (2005) Classes and methods for spatial data in R. R News 5, 913.Google Scholar
R Core Team (2021). R: A Language and Environment for Statistical Computing. Vienna, Austria: R Foundation for Statistical Computing. Available at https://www.R-project.org/.Google Scholar
Revelle, W (2022) psych: Procedures for personality and psychological research, Northwestern University, Evanston, Illinois, USA. Available at https://CRAN.R-project.org/package=psych Version = 2.2.3.Google Scholar
Ronquist, F (2003) Parsimony analysis of coevolving species associations. In Page, RDM (ed.), Tangled Trees: Phylogeny, Cospeciation, and Coevolution. Chicago: University of Chicago Press, pp. 2264.Google Scholar
Roy, BA (2001) Patterns of association between crucifers and their flower-mimic pathogens: host jumps are more common than coevolution or cospeciation. Evolution 55, 4153.Google ScholarPubMed
Schoener, TW (1974) Resource partitioning in ecological communities. Science 185, 2739.Google ScholarPubMed
Shaukat, SS and Uddin, M (1989) A comparison of principal component and factor analysis as ordination models with reference to a desert ecosystem. Coenoses 4, 1528.Google Scholar
Shenbrot, GI, Krasnov, BR, Khokhlova, IS, Demidova, T and Fielden, LJ (2002) Habitat-dependent differences in architecture and microclimate of the Sundevall's jird (Meriones crassus) burrows in the Negev Desert, Israel. Journal of Arid Environments 51, 265279.CrossRefGoogle Scholar
Simpson, GG (1940) Mammals and land bridges. Journal of Washington D.C. Academy of Sciences 30, 137163.Google Scholar
South, A (2017). rnaturalearth: World map data from Natural Earth. R package version 0.1.0. Available at https://CRAN.R-project.org/package=rnaturalearth.Google Scholar
Springer, MS, Meredith, RW, Janecka, JE and Murphy, WJ (2011) The historical biogeography of Mammalia. Philosophical Transactions of the Royal Society B 366, 24782502.CrossRefGoogle ScholarPubMed
Surkova, EN, Korallo-Vinarskaya, NP, Vinarski, MV, van der Mescht, L, Warburton, EM, Khokhlova, IS and Krasnov, BR (2018) Body size distribution in flea communities harboured by Siberian small mammals as affected by host species, host sex and scale: scale matters the most. Evolutionary Ecology 32, 43662.CrossRefGoogle Scholar
ter Braak, CJF (1985) Correspondence analysis of incidence and abundance data: properties in terms of a unimodal response model. Biometrics 41, 859873.CrossRefGoogle Scholar
Traub, R (1972) The zoogeography of fleas (Siphonaptera) as supporting the theory of continental drift. Journal of Medical Entomology 9, 584589.Google Scholar
Traub, R (1980) The zoogeography and evolution of some fleas, lice and mammals. In Traub, R and Starcke, H (eds), Fleas. Proceedings of the International Conference on Fleas, Ashton Wold, England, June, 1977. Rotterdam: A. A. Balkema, pp. 93172.Google Scholar
van der Valk, AG (1981) Succession in wetlands – a Gleasonian approach. Ecology 62, 688696.CrossRefGoogle Scholar
Whiting, MF, Whiting, AS, Hastriter, MW and Dittmar, K (2008) A molecular phylogeny of fleas (Insecta: Siphonaptera): origins and host associations. Cladistics 24, 677707.CrossRefGoogle Scholar
Wickham, H (2016) ggplot2: Elegant Graphics for Data Analysis. NY: Springer.CrossRefGoogle Scholar
Zhu, Q, Hastriter, MW, Whiting, MF and Dittmar, K (2015) Fleas (Siphonaptera) are cretaceous, and evolved with Theria. Molecular Phylogenetic and Evolution 90, 129139.CrossRefGoogle ScholarPubMed
Figure 0

Table 1. Proportion of variance explained by 2, 3 or 4 axes of the step-down factor analyses for flea and host assemblages across the entire world and 5 biogeographic realms (the Australasia was not analysed separately; see text for explanation)

Figure 1

Fig. 1. Distribution of regional flea and host assemblages across the globe according to their loadings on axes 1–4 of the step-down factor analyses. Point size and colours scale to the assemblage loading on the respective axis.

Figure 2

Fig. 2. Tanglegram of the results of the cluster analyses of regional flea and host assemblage loadings on the axes of step-down factor analyses across the globe. Colours correspond to biogeographic realms as follows: (1) the Australasia, (2) the Afrotropics, (3) the Indo-Malay, (4) the Nearctic, (5) the Neotropics, (6) the Palearctic. Coloured lines represent subtrees common to the 2 dendrograms. See Table S1, Appendix 1, Supplementary Materials for the abbreviations of region names.

Figure 3

Fig. 3. Distribution of regional flea and host assemblages across the Afrotropics (A), the Indo-Malay (B) and the Nearctic (C), according to their loadings on axis 1 of the step-down factor analyses. Point size and colours scale to the assemblage loading on the respective axis. Borders of terrestrial biomes, according to Olson et al. (2001), are shown.

Figure 4

Fig. 4. Distribution of regional flea and host assemblages across the Neotropics (A) and the Palearctic (B), according to their loadings on axis 1 of the step-down factor analyses. Point size and colours scale to the assemblage loading on the respective axis. Borders of terrestrial biomes, according to Olson et al. (2001), are shown.

Figure 5

Fig. 5. Tanglegram of the results of the cluster analyses of regional flea (left dendrograms) and host (right dendrograms) assemblage loadings on the axes of step-down factor analyses within each of the 5 biogeographic realms. Colours correspond to the predominant biome of a region according to the classification of Olson et al. (2001) as follows: (1) tundra, (2) boreal forests/taiga, (3) montane grasslands and shrublands, (4) temperate coniferous forests, (5) temperate broadleaf and mixed forests, (6) temperate grasslands, savannas and shrublands, (7) tropical and subtropical moist broadleaf forests, (8) tropical and subtropical dry broadleaf forests, (9) tropical and subtropical grasslands, savannas and shrublands, (10) Mediterranean forests, woodlands and scrub, (11) deserts and xeric shrublands, (12) flooded grasslands and savannas. Coloured lines represent subtrees common to a pair of dendrograms. See Table S1, Appendix 1, Supplementary Materials for the abbreviations of region names and predominant biome types.

Supplementary material: File

Krasnov et al. supplementary material

Appendix

Download Krasnov et al. supplementary material(File)
File 1.6 MB