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Impact of envIronmental perturbatIons on the evolutIon of specIfIcIty
                In a coevolvIng host-pathogen system
                                                                                                     Timothée Poisot & Michael E HocHberg
                                                                                            (1) Université Montpellier 2
                                              (2) CNRS, Institut des Sciences de l’Evolution, CC 065, Place Eugène Bataillon, 34095 Montpellier CEDEX 05, France
                                                                           Corresponding author : timothee.poisot@univ-montp2.fr

We investigated how different frequencies and intensities of an ecosystem-wide                                                                           Resource in ow                           Resource output

perturbation (mass mortality and resource renewal) affect the evolution of specifi-
city in a model host-pathogen system.                                                                                                                                                 Resources


                             Modified GfG matrix
                                     PATHOGEN                                        We study a model (adapted from [1]) of the ecological dynamics                              Metabolic rate

                                     Av       V                                      of resources (R), hosts (H) and pathogens (P), and assume a
                             S                a                      1
HOST




                                                                                     gene for gene (GfG [2]) relationship in infectivity / resistance.                                  Host

                             R                0                      b               Both hosts and pathogens diversify through mutation, and each
                               where both a and b                                    genotype can go extinct.                                                             Infectivity                 Lack of resource

                              are lowered infectivi-
                             ty rates, with 0<a,b<1
                                                                                                                                                                           Parasite

We assume (1) that infection requires the parasite have infectious alleles
at all interactive loci [3,4], and (2) epistasis, such that higher resistance                                                              Burst size                 Competition                 Washout
decreases metabolic capacity, more infectivity decreases burst size.



                                                                                        P
                                                                                              athogens with higher survival      Measuring specificity
                       1.0




                                  Mortality
                                 99 %         50 %                                                                               We developed an indicator of specificity, S, based on the ran-
                                 90 %         None                                            have higher infectivity (invest-
                                                                                                                                            king of performance on succesives hosts.
                       0.9




                                                                                        ment in infectious loci); frequent
                                                                                                                                            Specificity is corrected by abundance
                       0.8




                                                                                        perturbation events impede infecti-                                    NP     Pi
 Investment




                                                                                                                                                               i=1 Si P
                                                                                                                                                       S=
                       0.7




                                                                                        vity evolution.                                                          NP
                                                                                                                                                        And represented as
                       0.6




                                                                                                                                                                S − Smin
                                                                                                                                                        SR =
                       0.5




                                                                                                                                                              SM ax − Smin
                       0.4




                         1         2              5       10             20
                                                                                                                                 This indicator is both sensitive and robust to incompleteness
                                                                                                                                 of the sample : suitable for both theoretical and empirical stu-
                                        Time between perturbations


                                                                                                                                              dies (Poisot & Hochberg, in prep. b)


                                                                                        M
                       1.0




                                                                                               aximal specificity occurs at
                       0.8




                                                                                               lower perturbation frequen-       Futures directions for this work
                                                                                        cies as mortality increases. Evolu-                                                                       How does patho-
                       0.6




                                                                                                                                                                                                  gen     resistance
 Specificity




                                                                                        tion towards specificity depends on                                                                       interact with the
                       0.4




                                                                                                                                                                                                  exploitation of se-
                                                                                        the costs associated with being a                                                                         veral resources?
                                                                                        generalist, as well as with environ-
                       0.2




                                                                                                                                                                                   This question will
                                                                                        mental conditions.                                                                         be explored by
                       0.0




                                                                                                                                                                                   using a simple
                         1         2              5       10             20
                                        Time between perturbations

                                                                                                                                 model with three typical situations, in order to disentangle the va-


                                                                                        F
                       0.4




                                                                Mortality
                                                                                             inally, strategy coexistence        rious effects.
                                                               99 %           50 %
                                                               90 %           None

                                                                                             (diversity) is maximal at higher    (1) Pathogen targets an independant locus
                       0.3




                                                                                                                                 (2) Pathogen targets a locus involved in uptake of one of two re-
                                                                                        perturbation frequencies for low         sources
 Range of strategies




                                                                                        mortalities, and the maximum shifts      (3) Pathogen targets both loci involved in resource uptake
                       0.2




                                                                                        to lower perturbation frequencies        The impact of different resource dynamics is currently being in-
                                                                                                                                 vestigated.
                       0.1




                                                                                        as mortality increases above 50 %.

                                                                                                                                  [1] Weitz et al. (2005) Proc Natl Acad Sci USA 102(27)
                       0.0




                                                                                                                                  [2] Forde et al. (2008) Nature 455(7210)
                         1         2              5       10             20
                                        Time between perturbations

                                                                                                                                  [3] Frank (1993) Evolution 47(6)
                                                       Poisot & Hochberg (in prep. a)
                                                                                                                                  [4] Frank (1996) Quart Rev Biol 71(1)

                                 Poster presented at the 12th conference of the European So-                                      We thank N. Mouquet, O. Kaltz, S. Morand and S. Gandon for
                                 ciety for Evolutionary Biology, Torino, Aug. 2009, as part of the                               comments, T. Petzoldt for help with the simecol package. Work
                                 symposium «Integrating ecology with parasite evolution»                                          funded by ANR COMUTE to MEH and CNRS PhD grant to TP

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Poster ESEB 2009

  • 1. Impact of envIronmental perturbatIons on the evolutIon of specIfIcIty In a coevolvIng host-pathogen system Timothée Poisot & Michael E HocHberg (1) Université Montpellier 2 (2) CNRS, Institut des Sciences de l’Evolution, CC 065, Place Eugène Bataillon, 34095 Montpellier CEDEX 05, France Corresponding author : timothee.poisot@univ-montp2.fr We investigated how different frequencies and intensities of an ecosystem-wide Resource in ow Resource output perturbation (mass mortality and resource renewal) affect the evolution of specifi- city in a model host-pathogen system. Resources Modified GfG matrix PATHOGEN We study a model (adapted from [1]) of the ecological dynamics Metabolic rate Av V of resources (R), hosts (H) and pathogens (P), and assume a S a 1 HOST gene for gene (GfG [2]) relationship in infectivity / resistance. Host R 0 b Both hosts and pathogens diversify through mutation, and each where both a and b genotype can go extinct. Infectivity Lack of resource are lowered infectivi- ty rates, with 0<a,b<1 Parasite We assume (1) that infection requires the parasite have infectious alleles at all interactive loci [3,4], and (2) epistasis, such that higher resistance Burst size Competition Washout decreases metabolic capacity, more infectivity decreases burst size. P athogens with higher survival Measuring specificity 1.0 Mortality 99 % 50 % We developed an indicator of specificity, S, based on the ran- 90 % None have higher infectivity (invest- king of performance on succesives hosts. 0.9 ment in infectious loci); frequent Specificity is corrected by abundance 0.8 perturbation events impede infecti- NP Pi Investment i=1 Si P S= 0.7 vity evolution. NP And represented as 0.6 S − Smin SR = 0.5 SM ax − Smin 0.4 1 2 5 10 20 This indicator is both sensitive and robust to incompleteness of the sample : suitable for both theoretical and empirical stu- Time between perturbations dies (Poisot & Hochberg, in prep. b) M 1.0 aximal specificity occurs at 0.8 lower perturbation frequen- Futures directions for this work cies as mortality increases. Evolu- How does patho- 0.6 gen resistance Specificity tion towards specificity depends on interact with the 0.4 exploitation of se- the costs associated with being a veral resources? generalist, as well as with environ- 0.2 This question will mental conditions. be explored by 0.0 using a simple 1 2 5 10 20 Time between perturbations model with three typical situations, in order to disentangle the va- F 0.4 Mortality inally, strategy coexistence rious effects. 99 % 50 % 90 % None (diversity) is maximal at higher (1) Pathogen targets an independant locus 0.3 (2) Pathogen targets a locus involved in uptake of one of two re- perturbation frequencies for low sources Range of strategies mortalities, and the maximum shifts (3) Pathogen targets both loci involved in resource uptake 0.2 to lower perturbation frequencies The impact of different resource dynamics is currently being in- vestigated. 0.1 as mortality increases above 50 %. [1] Weitz et al. (2005) Proc Natl Acad Sci USA 102(27) 0.0 [2] Forde et al. (2008) Nature 455(7210) 1 2 5 10 20 Time between perturbations [3] Frank (1993) Evolution 47(6) Poisot & Hochberg (in prep. a) [4] Frank (1996) Quart Rev Biol 71(1) Poster presented at the 12th conference of the European So- We thank N. Mouquet, O. Kaltz, S. Morand and S. Gandon for ciety for Evolutionary Biology, Torino, Aug. 2009, as part of the comments, T. Petzoldt for help with the simecol package. Work symposium «Integrating ecology with parasite evolution» funded by ANR COMUTE to MEH and CNRS PhD grant to TP