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Giacomo Zilio, Louise S. Nørgaard, Giovanni Petrucci, Nathalie Zeballos, Claire Gougat‐Barbera, Emanuel A. Fronhofer, Oliver Kaltz, Parasitism and host dispersal plasticity in an aquatic model system, Journal of Evolutionary Biology, Volume 34, Issue 8, 1 August 2021, Pages 1316–1325, https://doi.org/10.1111/jeb.13893
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Abstract
Dispersal is a central determinant of spatial dynamics in communities and ecosystems, and various ecological factors can shape the evolution of constitutive and plastic dispersal behaviours. One important driver of dispersal plasticity is the biotic environment. Parasites, for example, influence the internal condition of infected hosts and define external patch quality. Thus, state‐dependent dispersal may be determined by infection status and context‐dependent dispersal by the abundance of infected hosts in the population. A prerequisite for such dispersal plasticity to evolve is a genetic basis on which natural selection can act. Using interconnected microcosms, we investigated dispersal in experimental populations of the freshwater protist Paramecium caudatum in response to the bacterial parasite Holospora undulata. For a collection of 20 natural host strains, we found substantial variation in constitutive dispersal and to a lesser degree in dispersal plasticity. First, infection tended to increase or decrease dispersal relative to uninfected controls, depending on strain identity, indicative of state‐dependent dispersal plasticity. Infection additionally decreased host swimming speed compared to the uninfected counterparts. Second, for certain strains, there was a weak negative association between dispersal and infection prevalence, such that uninfected hosts dispersed less when infection was more frequent in the population, indicating context‐dependent dispersal plasticity. Future experiments may test whether the observed differences in dispersal plasticity are sufficiently strong to be picked up by natural selection. The evolution of dispersal plasticity as a strategy to mitigate parasite effects spatially may have important implications for epidemiological dynamics.
Abstract
INTRODUCTION
Dispersal, broadly defined as the movement of individuals with consequences for gene flow, is a key life‐history trait (Bonte & Dahirel, 2017) driving metapopulation and metacommunity dynamics as well as the geographic distribution of species (Hanski, 1999). In recent years, the study of dispersal and dispersal syndromes has received increasing interest (Clobert et al., 2012; Stevens et al., 2014), as landscapes are seeing large‐scale environmental alterations and fragmentation, rendering dispersal crucial to mitigate these changes (Cote et al., 2017; Parmesan & Yohe, 2003). Although dispersal is often considered a constitutive trait, plastic dispersal behaviour represents a flexible alternative, responding to changes in the internal condition of an individual (state‐dependent dispersal) and to external environmental factors (context‐dependent dispersal) (Clobert et al., 2009). State‐dependent dispersal has been associated with variation in factors such as body size, the developmental stage or sex of individuals (Bowler & Benton, 2005). In contrast, context‐dependent dispersal decisions may be based on cues that provide information on biotic and abiotic patch properties, such as food availability, population density or kin competition (see Ronce, 2007 and references therein).
In communities, dispersal plasticity may be advantageous in mitigating adverse interactions with other species (Fronhofer et al., 2015). Parasites are particularly interesting in this respect: they are ubiquitous and impose strong selection pressures, and potentially drive the evolution of both state‐dependent and context‐dependent dispersal of their hosts (Deshpande et al., 2021; Iritani, 2015; Iritani & Iwasa, 2014; Narayanan et al., 2020). Empirical studies have investigated aspects of parasite‐related dispersal (see below), but still little is known about the genetic basis of this kind of dispersal plasticity and its adaptive significance.
State‐dependent dispersal may relate to morphological or physiological changes induced by parasites. The exploitation of host resources might decrease general activity levels and thereby reduce movement and dispersal. Such negative effects have been documented for various organisms, from roe deer to fish to invertebrates(crustaceans) or protists (Baines et al., 2020; Binning et al., 2017; Nørgaard et al., 2019), even though it is not necessarily a general rule (Csata et al., 2017; Nelson et al., 2015). While in many examples the observed effects may represent side effects, theory has identified conditions under which increased (but also decreased) dispersal when infected is adaptive, namely under kin selection (Iritani, 2015; Iritani & Iwasa, 2014) or when infection can be lost during dispersal (Daversa et al., 2017; Shaw & Binning, 2016). Indeed, increased dispersal of infected hosts is not uncommon (Brown et al., 2016; Suhonen et al., 2010), although it may also be the result of parasite manipulation (Lion et al., 2006; Martini et al., 2015).
Natural enemies may also produce context‐dependent dispersal, as a means to reduce immediate predation or infection risk. For example, herbivores or predators can induce the production of specific dispersal morphs (de la Pena et al., 2011; Weisser et al., 1999). A recent meta‐experiment further showed that chemical predator‐related cues increase dispersal probability in a wide range of species (Fronhofer et al., 2018). Such cues may also exist in host–parasite systems, where infection‐avoidance behaviour is well known (Behringer et al., 2006; Curtis, 2014). Recent theory shows that hosts may indeed evolve reaction norms, with dispersal being a function of the parasite infection prevalence (Deshpande et al., 2021). To date, few if any empirical studies have tested for the existence of such plastic population‐level responses (French & Travis, 2001).
Adaptive phenotypic plasticity is a powerful solution in many situations (Chevin et al., 2013; Stamp & Hadfield, 2020), and just like constitutive traits, it has a genetic basis on which selection can act (Garland & Kelly, 2006; Laitinen & Nikoloski, 2019; Pigliucci, 2005). Dispersal‐related traits have such a genetic basis (Saastamoinen et al., 2018) and constitutive dispersal can evolve rapidly in a parasite context, as shown in experiments on bacteria and protists (Koskella et al., 2011; Zilio et al., 2020). However, the genetics and evolution of dispersal plasticity is generally less well studied. For example, plastic dispersal in response to parasite challenge was reported to differ among different genotypes, such as in damselflies, ants and protists (Csata et al., 2017; Fellous et al., 2011; Suhonen et al., 2010). However, this aspect of genetic variation was not the central question in these studies, and only few genotypes were tested or the genetic component was not specifically analysed, making it difficult to draw general conclusions.
Here, using interconnected microcosms, we tested a collection of 20 natural strains of Paramecium caudatum for dispersal in the presence and absence of the bacterial parasite Holospora undulata. Previous work in this system had shown that, for a small number of host strains tested, infection reduces dispersal (Fellous et al., 2011; Nørgaard et al., 2021). The first objective of the present study was to test whether this negative effect was general, or whether strains varied in infection state‐dependent dispersal. Second, we tested for genetic variation in context‐dependent dispersal by comparing the dispersal of uninfected hosts over a range of infection prevalence that had naturally established in the experimental populations. We found that the parasite reduced or increased dispersal levels depending on strain identity, indicating a state‐dependent plastic response of the infected hosts, but no general negative effect of infection. Furthermore, increasing infection prevalence tended to reduce host dispersal for certain strains, suggesting context‐dependent dispersal plasticity of uninfected hosts. Such genetic variation in dispersal plasticity may provide the raw material for parasite‐mediated selection, in natural settings or for the purpose of experimental evolution.
MATERIALS AND METHODS
Study system
Paramecium caudatum is a freshwater filter‐feeding protist from stagnant waters of the Northern hemisphere (Wichterman, 2012). Like all ciliates, paramecia have a macronucleus for somatic gene expression and a germ‐line micronucleus, used for sexual reproduction. Asexual reproduction occurs by mitotic division and is the main mode of population growth. The micronucleus can be infected by the gram‐negative alpha‐proteobacterium Holospora undulata, a natural parasite of Paramecium caudatum (Fokin, 2004). This and other Holospora species can be found worldwide in temperate or elevated locations (Fokin & Skovorodkin, 1997; Fokin et al., 2004; Fokin et al., 2006; Hori & Fujishima, 2003; Serra et al., 2016). Little is known about the epidemiology or evolution in natural Paramecium populations. Holospora is usually present at low prevalence, but can nonetheless cause occasional outbreaks (Schrallhammer & Potekhin, 2020). Inoculation studies using natural isolates of host and parasite have demonstrated ample genetic variation in resistance and potential signs of geographic patterns of local adaptation (Weiler et al., 2020).
Holospora species have a mixed mode of vertical and horizontal transmission (Görtz & Dieckmann, 1980). Infectious spores for horizontal transmission are released when infected host cells divide or upon host death. These infectious spores are immobile and therefore rely on host movement or water current for their own dispersal. Vertical transmission occurs during host cell division, whereby reproductive stages of the parasite segregate into the daughter nuclei of mitotically dividing host cell. The Paramecium–Holospora system is a convenient model to investigate the interplay between environmental factors, epidemiology and evolution in the laboratory (Bella et al., 2016; Duncan et al., 2013; Magalon et al., 2010; Nidelet et al., 2009). Infection with this parasite reduces division and survival of the Paramecium (Restif & Kaltz, 2006) and renders the host effectively sterile (Görtz & Dieckmann, 1980). Both parasite life‐history and host resistance evolve readily in microcosm populations (Adiba et al., 2010; Duncan et al., 2011; Lohse et al., 2006; Magalon et al., 2010; Nidelet et al., 2009). Using 2‐patch dispersal arenas, Fellous et al. (2011) demonstrated that, on average over five P. caudatum strains, rates of dispersal for infected cultures were lower than those for uninfected controls. A similar trend was found in a recent study by Nørgaard et al. (2021).
Experimental setup
Preparation of replicates
We established mass cultures for a collection of 20 genetically distinct strains of P. caudatum from different geographic regions (provided by S. Krenek, TU Dresden, Germany; Table S1). Distributed over two experimental blocks initiated one week apart, 6 infected replicate cultures were established for each strain (20 strains × 2 blocks × 3 replicates = 120 replicates). Inocula were prepared from a mix of infected stock cultures in the lab, all originating from a single isolate of H. undulata established in 2001 (Dohra et al., 2013). Following standard protocols for the extraction of infectious spores (e.g. Nørgaard et al., 2021), we used c. 104 spores to inoculate samples of c. 3–5 × 103 host cells in 1.5 ml per assay replicate. Four days after inoculation, when infections have established, we expanded the cultures by regular addition of lettuce medium (supplemented with the food bacterium Serratia marcescens), until a volume of 50 ml was reached. In the same way, we set up three uninfected control populations per strain (split over the 2 blocks), giving a total of 180 experimental cultures. After 3 weeks, prior to the dispersal assay, population size (mean: 190 ml−1 ± 9 SE; 95% range [172; 208]) and infection prevalence ranged from 2.1% to 90.7% (mean 29.6 ± 2.1 SE) had settled naturally in each experimental replicate. All our cultures were maintained at 23°C, and no sexual reproduction was observed under these standardized conditions.
Dispersal assay
We assayed the dispersal of infected and uninfected replicates in dispersal arenas (Figure S1), as described in Nørgaard et al. (2021). A dispersal arena consisted of three 30‐ml plastic tubes, linearly connected by 5‐cm long silicon tubing (inner diameter: 0.8 cm). The 3‐patch system was filled with 25 ml of medium to establish connections. Then, the connections were blocked with clamps and 20 ml of a given replicate culture added into the middle tube. The lateral tubes received 20 ml of Paramecium‐free medium. Connections were then opened, and the Paramecium allowed to disperse to the lateral tubes for 3h. After blocking the connections, we counted the individuals in samples from the middle tube (500‐µl) and from the combined lateral tubes (3 ml) to estimate the number of nondispersing and dispersing individuals (dissecting microscope, 40x). From the same samples, we also made lacto‐aceto‐orcein fixations (Görtz & Wiemann, 1989) and determined the infection status (infected/uninfected) of up to 30 dispersing and nondispersing individuals, respectively (light microscope, phase contrast, 1000×). From the cell counts and the infection status data, we estimated the population density and infection prevalence in the middle tube at the beginning of the assay. From the same data, we also estimated the proportion of infected and uninfected dispersers for each replicate, referred to as per‐3h ‘dispersal rate’ or dispersal, hereafter.
In addition, to investigate a potential link between dispersal and movement (Banerji et al., 2015; Pennekamp et al., 2019), we assayed swimming behaviour. For each strain, 1 infected and 1 uninfected individual were isolated from arbitrarily selected assay replicates and allowed to replicate in a 2‐mL plastic tubes for 8 days. For the resulting 40 monoclonal cultures (20 strains × 2 infection status), we placed 200‐µl samples (10–20 individuals) on a microscope slide and recorded individual movement trajectories under a Perfex Pro 10 stereomicroscope, using a Perfex SC38800 camera (15 frames per second; duration: 10 s; total magnification: 10×). For each sample, average swimming speed (µm/s) and swimming tortuosity (standard deviation of the turning angle distribution, describing the extent of swimming trajectory change) were determined using video analysis (‘BEMOVI’ package; Pennekamp et al., 2015).
Statistical analysis
Statistical analyses were conducted in R, v. 3.6.3 (R Core Team, 2020) using Bayesian models with the ‘rstan’ (version 2.19.3) and ‘rethinking’ (version 2.0.1) packages (McElreath, 2020).
For state‐dependent dispersal, we compared the dispersal of the infected individuals (in infected replicates) with the dispersal in the uninfected control replicates. We fitted four models, from the intercept to the full interaction model, using a binomial regression with logit link function (chain length: warmup = 20,000 iterations, chain = 40,000 iterations). In the full model, the explanatory factors were infection status (infected or uninfected control), Paramecium strain identity and the strain x status interaction. Experimental block only explained a negligible fraction of the dispersal variation (preliminary analysis, not shown) and was omitted from all further analyses. We fitted the models choosing vaguely informative priors; the intercepts and slope parameters followed a normal distribution with mean −2 and standard deviation 3 for the first, and mean 0 and standard deviation 1.75 for the latter. To account for overdispersion, we included an observation‐level random effect. The mean and standard deviation of the observation‐level hyperprior followed a normal and half‐normal distribution, respectively, with mean 0 and standard deviation 1. The four state‐dependent models were compared and ranked using the Watanabe–Akaike information criterion, WAIC (Watanabe, 2010), a generalized version of the Akaike information criterion (Gelman et al., 2014). The posterior predictions of the models were then averaged based on WAIC weights, and the relative importance (RI) of the explanatory variables was calculated as the sum of the respective WAIC model weights in which that variable was included. For certain replicates, low population density and/or very low levels of infection (<1%) precluded accurate measurements of dispersal of (infected) Paramecium. Thus, 159 replicates (from 20 strains) of the 180 initial replicates were available for this analysis (details in Table S1).
For context‐dependent dispersal, we analysed the dispersal of uninfected Paramecium in infected assay replicates. We fitted 6 models, from the intercept to the full interaction model, using the same binomial regression with logit link function, chain lengths and prior specifications as above. The explanatory factors of the full model (varying intercept and slope) were infection prevalence, strain identity and the strain x infection prevalence interaction. The posterior predictions were averaged and ranked, and the RI calculated based on WAIC model weights as described previously. As above, due to low densities and/or low prevalence in certain replicates, only 99 assay replicates (from 19 strains) of the initially 120 inoculated replicates were available for this analysis (Table S1).
We used similar analyses to test whether swimming speed and tortuosity varied as a function of strain identity and infection status. We standardized the response variable and fitted four models (from the intercept to the additive model, see Table S2 and S3) using a linear regression (chain length: warmup = 20,000 iterations, chain = 40,000 iterations) with an exponentially distributed prior (rate = 1) for standard deviation. As for the dispersal analysis, the parameter priors were vaguely informative; the intercept and slope parameters followed a normal distribution with mean 0 and standard deviation 2. We averaged and ranked the posterior predictions, and we obtained RI based on WAIC model weights. We further tested for correlations between these two swimming traits and mean strain dispersal, for infected and uninfected Paramecium (chain length: warmup = 2,000 iterations, chain = 10,000 iterations). Due to missing data (certain singleton isolates failed to grow; see Table S1), only 17 of the 20 strains were used for these analyses.
RESULTS
State‐dependent dispersal
Our analysis revealed substantial variation in constitutive dispersal among the 20 P. caudatum strains (relative importance, RI, of strain identity = 0.85; Table 1), ranging from 1% (95% compatibility Interval [0.001; 0.135]) to 41% ([0.02; 0.80]) of the individuals moving from the central to the lateral tubes (Figure 1a).
Different statistical models and parameters included for the analysis and model averaging of the state‐dependent dispersal
Strain | Status | Strain * Status | WAIC | SE | WAIC weight | |
Model 1 | 1,165 | 7.36 | 0.15 | |||
Model 2 | X | 1,163.8 | 27.76 | 0.27 | ||
Model 3 | X | X | 1,163.3 | 27.67 | 0.35 | |
Model 4 | X | X | X | 1,164.3 | 7.68 | 0.22 |
RI | 0.85 | 0.57 | 0.22 |
Strain | Status | Strain * Status | WAIC | SE | WAIC weight | |
Model 1 | 1,165 | 7.36 | 0.15 | |||
Model 2 | X | 1,163.8 | 27.76 | 0.27 | ||
Model 3 | X | X | 1,163.3 | 27.67 | 0.35 | |
Model 4 | X | X | X | 1,164.3 | 7.68 | 0.22 |
RI | 0.85 | 0.57 | 0.22 |
The rows represent the different models (the best model is highlighted in bold) and the columns the factors included in each model with the corresponding WAIC, standard error of the WAIC and WAIC weights. The RI row shows the relative importance of the explanatory variables.
Different statistical models and parameters included for the analysis and model averaging of the state‐dependent dispersal
Strain | Status | Strain * Status | WAIC | SE | WAIC weight | |
Model 1 | 1,165 | 7.36 | 0.15 | |||
Model 2 | X | 1,163.8 | 27.76 | 0.27 | ||
Model 3 | X | X | 1,163.3 | 27.67 | 0.35 | |
Model 4 | X | X | X | 1,164.3 | 7.68 | 0.22 |
RI | 0.85 | 0.57 | 0.22 |
Strain | Status | Strain * Status | WAIC | SE | WAIC weight | |
Model 1 | 1,165 | 7.36 | 0.15 | |||
Model 2 | X | 1,163.8 | 27.76 | 0.27 | ||
Model 3 | X | X | 1,163.3 | 27.67 | 0.35 | |
Model 4 | X | X | X | 1,164.3 | 7.68 | 0.22 |
RI | 0.85 | 0.57 | 0.22 |
The rows represent the different models (the best model is highlighted in bold) and the columns the factors included in each model with the corresponding WAIC, standard error of the WAIC and WAIC weights. The RI row shows the relative importance of the explanatory variables.

State‐dependent dispersal of 20 Paramecium caudatum strains, as a function of infection status (uninfected/infected with Holospora undulata). (a) Dispersal corresponds to the proportion of hosts that disperse from the central to the lateral compartments during the 3 hr of open connections. Shaded bars and thick lines represent the 95% compatibility interval and the median of the averaged model predictions of the posterior distributions. Strains are ordered according to the difference between uninfected (grey) and infected (red) dispersal. Each circle represents an experimental replicate. (b) Difference between uninfected and infected averaged model posterior predictions for each strain (expressed in logits), and the thick black line represents the median of the difference distribution. Distributions shifted below zero (dashed grey line) indicate higher dispersal in the infected (pointing‐down arrow) compared to the uninfected (pointing‐up arrow) treatment
Our models provided limited evidence for state‐dependent dispersal plasticity. Infection status (RI = 0.57) was retained in the best model fit (lowest WAIC; Model 3 in Table 1), indicating a general trend of infection to increase host dispersal. Even though the signal of the strain x infection status interaction (RI = 0.22) was only weak, patterns in Figure 1b indicate that effects of infection varied with strain identity: several strains indeed dispersed more when infected (Figure 1b right side of panel), but in at least half of the strains, infection had little effect or decreased host dispersal.
Context‐dependent dispersal
As in the above analysis, we found substantial genotypic variation in overall constitutive levels of dispersal for uninfected Paramecium (RI of strain identity = 0.80; Table 2). The best model (model 4 in Table 2) included an effect of infection prevalence (RI = 0.67) and thus context‐dependent dispersal. Namely, uninfected individuals tended to disperse less at higher parasite infection prevalence in the population (Figure 2): such negative dispersal‐prevalence relationships were predicted for all but one strain (negative median slope values; Figure 2b). To some degree, however, the strength of this relationship varied between strains (RI of infection prevalence x strain interaction = 0.21). As shown in Figure 2b, distributions of predicted slopes show considerable variation, and for the majority of strains, there is considerable overlap with 0. Only a small number of strains (e.g. C139, C116, C083) show clearly negative slopes (Figure 2b).
Statistical models and parameters for the analysis and model averaging of the context‐dependent dispersal
Strain | Prevalence | Strain * Prevalence | WAIC | SE | WAIC weight | |
Model 1 | 746.4 | 17.97 | 0.10 | |||
Model 2 | X | 744.6 | 18.62 | 0.23 | ||
Model 3 | X | 746.4 | 17.93 | 0.10 | ||
Model 4 | X | X | 744.2 | 18.77 | 0.28 | |
Model 5 | X | X | 746.7 | 18.16 | 0.08 | |
Model 6 | X | X | X | 744.8 | 18.61 | 0.21 |
RI | 0.80 | 0.67 | 0.21 |
Strain | Prevalence | Strain * Prevalence | WAIC | SE | WAIC weight | |
Model 1 | 746.4 | 17.97 | 0.10 | |||
Model 2 | X | 744.6 | 18.62 | 0.23 | ||
Model 3 | X | 746.4 | 17.93 | 0.10 | ||
Model 4 | X | X | 744.2 | 18.77 | 0.28 | |
Model 5 | X | X | 746.7 | 18.16 | 0.08 | |
Model 6 | X | X | X | 744.8 | 18.61 | 0.21 |
RI | 0.80 | 0.67 | 0.21 |
Each row represents a different model, the best model is highlighted in bold and the last row indicates the relative importance (RI) of the explanatory variables. The columns are the variables included in the six models with the corresponding WAIC, standard error of the WAIC and WAIC weights.
Statistical models and parameters for the analysis and model averaging of the context‐dependent dispersal
Strain | Prevalence | Strain * Prevalence | WAIC | SE | WAIC weight | |
Model 1 | 746.4 | 17.97 | 0.10 | |||
Model 2 | X | 744.6 | 18.62 | 0.23 | ||
Model 3 | X | 746.4 | 17.93 | 0.10 | ||
Model 4 | X | X | 744.2 | 18.77 | 0.28 | |
Model 5 | X | X | 746.7 | 18.16 | 0.08 | |
Model 6 | X | X | X | 744.8 | 18.61 | 0.21 |
RI | 0.80 | 0.67 | 0.21 |
Strain | Prevalence | Strain * Prevalence | WAIC | SE | WAIC weight | |
Model 1 | 746.4 | 17.97 | 0.10 | |||
Model 2 | X | 744.6 | 18.62 | 0.23 | ||
Model 3 | X | 746.4 | 17.93 | 0.10 | ||
Model 4 | X | X | 744.2 | 18.77 | 0.28 | |
Model 5 | X | X | 746.7 | 18.16 | 0.08 | |
Model 6 | X | X | X | 744.8 | 18.61 | 0.21 |
RI | 0.80 | 0.67 | 0.21 |
Each row represents a different model, the best model is highlighted in bold and the last row indicates the relative importance (RI) of the explanatory variables. The columns are the variables included in the six models with the corresponding WAIC, standard error of the WAIC and WAIC weights.

Context‐dependent dispersal of 19 uninfected Paramecium caudatum strains, as a function of parasite (Holospora undulata) infection prevalence in the microcosm population. (a) Dispersal corresponds to the proportion of dispersal hosts (from the central to the lateral tubes) during the 3 hr of open connections. Each panel represents a strain, and each circle an experimental replicate; the red shaded area and thick red lines are the 95% compatibility interval and median of the averaged model of the posterior distributions. (b) Averaging of the posterior distributions of the slope parameter calculated in logit (model 3–6, Table 2) with the thick black lines showing the median. Positive or negative slopes distributions (above or below zero, dashed grey line) indicate a higher or lower dispersal in response to increasing frequency of infected hosts
Swimming behaviour
The analysis of standardized swimming speed revealed strong effects of strain identity (RI = 0.9; Table S2) and infection status (RI = 1; Table S2). Namely, standardized swimming speed of uninfected Paramecium (median = 0.57, 95% CI [−0.64; 2.34]) was generally higher than that of infected ones (median = −1.20, 95% CI [−1.63; −0.77]), corresponding to a difference of almost 40% (median = 0.39, 95% CI [0.10; 0.68]; Figure S2). Swimming tortuosity was not affected by strain and weakly affected by infection status (RI strain = 0; RI status = 0.28; Table S3). Neither swimming speed (uninfected: r = 0.08, 95% CI [−0.39; 0.52]; infected: r = 0.07, 95% CI [−0.41; 0.54]) nor swimming tortuosity (uninfected: r = 0.15, 95% CI [−0.29; 0.56]; infected: r = −0.10, 95% CI [−0.55; 0.39]) were strongly correlated with dispersal.
DISCUSSION
Dispersal affects epidemiology and host–parasite (co)evolution in metapopulations (Lion & Gandon, 2015; Parratt et al., 2016), but how dispersal itself evolves due to antagonistic species interactions is less well known (Deshpande et al., 2021; Drown et al., 2013; Poethke et al., 2010). Here, we focussed on dispersal plasticity in response to parasitism, which may evolve as a means to reduce infection risk of the dispersing individuals and/or their relatives (Deshpande et al., 2021; Iritani, 2015; Iritani & Iwasa, 2014). Our study takes a first step towards an understanding of population‐level processes, by measuring dispersal of infected and uninfected hosts in experimental microcosms and by exploring the genetic variation in plasticity for a collection of host strains. Overall, signals of dispersal plasticity were weak. Both infection status and infection prevalence modified dispersal to some degree, with at least some strains showing indications of state‐dependent dispersal (i.e. when infected) and/or context‐dependent dispersal (i.e. in response to infection prevalence).
State‐dependent plasticity: the dispersal of infected hosts
In previous studies, infection by H. undulata reduced dispersal in P. caudatum for a small set of strains (Fellous et al., 2011; Nørgaard et al., 2021). Here, we used strains from a worldwide collection (Table S1) and find the entire range of trends, from negative or no impact of infection to even positive effects on host dispersal (Figure 1). Reduced host dispersal may be explained by general negative effects of infection, through the energetic demand of an immune response, the diversion of host resources by the parasite or direct physical damage (Mideo, 2009). Indeed, H. undulata consumes nuclear proteins and nucleotides (Garushyants et al., 2018) and also causes massive interior swelling of the infected micronucleus, which would explain the clear and pervasive reduction in swimming speed observed in the complementary experiment (Figure S2). However, dispersal reductions were far from being universal, suggesting that the amount of host damage differs between genotypes. Differential fitness effects (virulence) and variation in resistance are known for this system (Restif & Kaltz, 2006), indicating the strong potential for genotypic specificity in the responses to this parasite.
Moreover, it should be noted that the absence of a difference between infected and uninfected dispersal does not necessarily mean the absence of plasticity. Infected hosts may compensate parasite damage by re‐allocating resources to maintain vital functions, such as foraging and feeding activity, and this may lead to a net‐zero effect of infection on dispersal. Interestingly, some of our strains even seemed to 'overcompensate' and dispersed more when infected. Such a positive state‐dependent dispersal may be selectively favoured in a metapopulation because it can reduce kin competition and kin infection (Deshpande et al., 2021; Iritani, 2015; Iritani & Iwasa, 2014). However, increased host dispersal may equally well reflect parasite manipulation, enhancing its dispersal to novel infection sites (Kamo & Boots, 2006; Lion et al., 2006; Martini et al., 2015). In a recent study, Nørgaard et al. (2021) found that evolved Holospora parasites from an experimental invasion front allowed higher levels of host dispersal than did parasites from range core treatment. Nevertheless, dispersal rates of hosts infected with the front parasites were still comparable to those of uninfected Paramecium, suggesting the absence of a negative impact on dispersal rather than its active manipulation.
The main purpose of our present study was to quantify the (variation in) population‐level effects of infection on dispersal. More work is needed to better understand the links between parasite action, host movement and dispersal. This concerns, for example the relationship between parasite load, virulence and dispersal. Furthermore, unlike in the ciliate Tetrahymena thermophila (Pennekamp et al., 2019), swimming speed was not a good predictor of dispersal. Other aspects of swimming behaviour (Ricci, 1989) may be more relevant in our system. Namely, Paramecium show a characteristic vertical distribution (Fels et al., 2008) relating to food and oxygen availability (Wichterman, 2012). Parasites are known to affect the position of hosts in the water column (Cezilly et al., 2000; Fels et al., 2004), and this may directly influence the probability of infected individuals finding the dispersal corridors in our microcosms.
Context‐dependent plasticity: the dispersal of uninfected hosts
Predator chemical signals induce dispersal in various organisms, including P. caudatum confronted with a filtrate of cultures infested with the ciliate predator Didinium nasutum (Fronhofer et al., 2018). We tested for a similar parasite effect in our microcosm populations, by measuring the dispersal of uninfected hosts at different infection prevalence, with the assumption that higher prevalence equals a stronger signal of 'parasite presence'. Unlike in the predator‐cues study, we found little evidence for a positive dispersal‐inducing effect. Dispersal decreased at higher infection prevalence, at least for certain strains. Interestingly, Deshpande et al.'s model (2021) predicts the evolution of such negative prevalence‐dependent dispersal, as the result of complex spatio‐temporal variations in eco‐evolutionary processes. Of course, interpretations of our results should be undertaken with caution. We know little about the intensity of Paramecium–Holospora interactions in natural populations (Weiler et al., 2020) and, in particular, have no information on the (co)evolutionary history of the strains used in our experiments. Nonetheless, our data suggest a possible genetic basis of context‐dependent dispersal in this system and hence genetic variation that might be seen by natural selection.
Our experimental approach of using naturally established infection prevalence may not have produced strong enough signal variation for all strains. This could be remedied via more artificial designs, by mixing of infected and uninfected individuals to establish well‐defined gradients. Infected cultures or inocula may also be filtered to specifically test for chemical cues (see Fronhofer et al., 2018). Finally, we made the simplifying assumption of linear dispersal reaction norms. However, dispersal responses may well follow nonlinear rules, for example if there are signal thresholds (Fronhofer et al., 2015), as observed for other traits (Morel‐Journel et al., 2020) and predicted by Deshpande et al. (2021). Tests for nonlinear relationships would require a much finer resolution (i.e. more replication) on the signal axis.
Conditions for plasticity selection: outlook
The heritability of phenotypic plasticity of morphological or behavioural traits is generally lower than their constitutive heritability (Scheiner, 1993; Stirling et al., 2002). In line with this, we find much less among‐strain differentiation for parasite‐related dispersal plasticity than for constitutive dispersal, suggesting a weaker potential for responding to selection. However, the available genetic variation alone does not determine the relative importance of phenotypic plasticity in shaping evolutionary trajectories (Stamp & Hadfield, 2020). Phenotypic plasticity is generally favoured in variable, but nonetheless predictable environments (Leung et al., 2020). In a parasite context, dispersal plasticity evolution may thus depend on the spatio‐temporal predictability of parasite encounter rates across a metapopulation (Deshpande et al., 2021). Additional factors are parasite virulence, the cost of dispersal (or its advantage if parasite release is possible during dispersal) or correlations with other traits (Iritani & Iwasa, 2014). For example, a recent experiment with the protist Tetrahymena revealed few genetic constraints on the concurrent evolution of plasticity across various traits (Morel‐Journel et al., 2020). Indeed, state‐ and context‐dependent dispersal might also evolve simultaneously in the presence of parasites, even though not necessarily in a correlated fashion (Deshpande et al., 2021). Our data indicate no genetic correlation between state‐ and context‐dependent plasticity (r = −0.11, 95% CI [−0.55; 0.36], based on strain averages), suggesting that independent responses to selection are possible, as shown in the model.
Our study represents one of the first accounts of the naturally existing genetic variation for state‐dependent and context‐dependent dispersal plasticity in relation to parasites. The signals of plasticity are weak, and there are many open questions regarding the mechanistic and physiological basis of trait expression or information use. Nonetheless, in microbial systems such as ours, the observed variation opens promising avenues for future experiments. In microcosm landscapes, allowing the free interplay between dispersal and epidemiological processes, we can assess how dispersal plasticity affects parasite spread at the metapopulation level. Over longer time spans, we can also explore dispersal evolution and test evolutionary predictions on dispersal plasticity and its adaptive role in host–parasite interactions.
DATA AVAILABILITY STATEMENT
The data sets are available in the Dryad Digital repository: https://doi.org/10.5061/dryad.kh1893263.
ACKNOWLEDGMENTS
This work was supported by the Swiss National Science Foundation (grant no. P2NEP3_184489) to GZ, a 2019 Godfrey Hewitt mobility award granted to LN by ESEB and by a grant from the Agence Nationale de Recherche (n° ANR‐20‐CE02‐0023‐01) to OK. This is publication ISEM‐2021‐144 of the Institut des Sciences de l'Evolution.
CONFLICT OF INTEREST
The authors have no conflict of interest to declare.
AUTHOR CONTRIBUTIONS
OK, GZ, LN, NZ and EAF conceived the study. OK, GZ, LN and NZ designed the experiments. GZ, LN, NZ, CGB and OK performed the experimental work. GZ, EAF, OK, GP and NZ performed the statistical analysis. All authors interpreted the results and contributed to the writing of the manuscript.
PEER REVIEW
The peer review history for this article is available at https://publons.com/publon/10.1111/jeb.13893.