Sabin Lessard, Cong Li (Guilin, 2019)


Je travaille au Département de mathématiques et de statistique de l'Université de Montréal depuis plusieurs années où j'ai enseigné la théorie des probabilités, les mathématiques appliquées et l'analyse. Mes intérêts de recherche se situent en génétique de population mathématique et en théorie évolutive des jeux. J'utilise comme outils la modélisation mathématique, les processus stochastiques, les méthodes statistiques et l'analyse dynamique.

Si vous voulez en savoir davantage, veuillez consulter la liste de contributions ci-dessous.

Vous pouvez me contacter à l'adresse courriel suivante:

sabin.lessard(at)umontreal.ca




I have been working in the Département de mathématiques et de statistique at Université de Montréal for many years where I taught probability theory, applied mathematics and analysis. My research interests are in mathematical population genetics and evolutionary game theory. As tools I use mathematical modeling, stochastic processes, statistical methods and dynamical analysis.

If you want to know more, please consult the list of contributions below.

You can reach me at the following email address:

sabin.lessard(at)umontreal.ca










Livres / Books

Lessard, S. 2023. Les rudiments du calcul stochastique, Ellipses, Paris.

Lessard, S. 2023. Processus stochastiques, 2e édition, Ellipses, Paris.

Lessard, S. 2020. Probabilités pour débutants, Ellipses, Paris.

Lessard, S. 2017. Initiation à la théorie des probabilités, Ellipses, Paris.

Lessard, S. 2016. Analyse mathématique : premiers pas, Ellipses, Paris.

Lessard, S. 2014. Processus stochastiques, Ellipses, Paris.

Lessard, S. and Monga, E. 1993. Statistique: Concepts et méthodes, Les Presses de l'Université de Montréal, Montréal, et Masson Éditeur, Paris.

Lessard, S. (Éditeur) 1990. Mathematical and Statistical Developments of Evolutionary Theory, NATO ASI Series C: Mathematical and Physical Sciences, Volume 299, Kluwer Academic Publishers, Dordrecht, The Netherlands.

Karlin, S. and Lessard, S. 1986. Theoretical Studies on Sex Ratio Evolution, Monographs in Population Biology, Volume 22, Princeton University Press, Princeton, New Jersey.



Articles / Papers




https://portal-portail.nserc-crsng.gc.ca/p/ccvview-visionnercvc.aspx?ccvID=954f51b2-038f-4de0-8b6c-91d6dd49c5ed&appID=aa3ac839-8cbc-4f36-9ec1-3dbed20da8ac&cc_ccv=0 95. Kroumi, D. and Lessard, S. 2023. Evolutionary game with stochastic payoffs in a finite island model https://arxiv.org/pdf/2311.00 , Journal of Dynamics and Games (submitted) (arXiv:2311.00269)

94. Li, C., Feng, T.J., Zheng, X.D., Lessard, S. and Tao, Y. 2023. Noise-induced stochastic Nash equilibrium, Physical Review Letters (submitted) (
https://arxiv.org/abs/2310.16501)


93. Kroumi, D. and Lessard, S. 2023. Stochastic viability in an island model with partial dispersal: Approximation by a diffusion process in the limit of a large number of islands, Theoretical Population Biology (submitted) (arXiv:2311.00275)

92. Martin, É. and Lessard, S. 2023. Assortment by group founders always promotes the evolution of cooperation under global selection but can oppose it under local selection, Dynamic Games and Applications,
https://doi.org/10.1007/s13235-023-00514-x (pdf)

91. Lessard, S. and Ewens, W.J. 2022. On the sign of the average effect of an allele, Theoretical Population Biology 148, 46-48. (pdf)


90. Feng, T.J., Li, C., Zheng, X.D., Lessard, S. and Tao, Y. 2022.
Stochastic replicator dynamics and evolutionary stability, Physical Review E 105, 044403. (pdf)


 

89. Feng, T.J., Mei, J., Li, C., Zheng, X.D., Lessard, S. and Tao, Y. 2022. Stochastic evolutionary stability in matrix games with random payoffs, Physical Review E 105, 034303. (pdf)

88. Kroumi, D. and Lessard, S. 2022.
Average abundancy of cooperation in multi-player games with random payoffs,
Journal of Mathematical Biology 85, 27 (pdf)

87. Kroumi, D., Martin, É. and Lessard, S. 2022.
Evolution of cooperation with respect to fixation probabilities in multi-player games with random payoffs, Theoretical Population Biology 145, 1-21. (pdf)

86. Feng, T.J., Mei, J., Wang, R.W., Lessard, S., Tao, Y. and Zheng, X.D. 2022.
Noise-induced quasi-heteroclinic cycle in a
rock-paper-scissors game with random payoffs, Dynamic Games and Applications 12, 1-13. (pdf)

85. Lessard, S., Li, C., Zheng, X.D. and Tao, Y. 2021. Inclusive fitness and Hamilton’s rule in a stochastic environment,

Theoretical Population Biology 142, 91-99. (pdf)

84. Kroumi, D., Martin, É., Li, C.
and Lessard, S. 2021. The effect of variability in payoffs on conditions for the evolution of cooperation in a small population, Dynamic Games and Applications 11, 803-834. (pdf)

83. Kroumi, D. and Lessard, S. 2021. The effect of variability in payoffs on average abundance in two-player linear games under symmetric mutation, Journal of Theoretical Biology 513, 110569. (pdf)

82. Li, C. and Lessard, S. 2021. The effect of the opting-out strategy on conditions for selection to favor the evolution of cooperation in a finite population, Journal of Theoretical Biology 510, 110543. (pdf)

81. Li, C. and Lessard, S. 2020. Randomized matrix game in a finite population: effect of stochastic fluctuations in the payoffs on the evolution of cooperation, Theoretical Population Biology 134, 77-91. (pdf)

80. Soares, C. and Lessard, S
. 2020. First-order effect of frequency-dependent selection on fixation probability in an age-structured population with application to a public goods game, Theoretical Population Biology 133, 80-96. (pdf)
 
79. Griffiths, R.C., Jenkins, P.A. and Lessard, S. 2019. Corrigendum to “A coalescent dual process for a Wright-Fisher diffusion with recombination and its application to haplotype partitioning” [Theor. Popul. Biol. 112 (2016) 126-138], Theoretical Population Biology 130, 203. (pdf)

78. Li, C., Zheng, X.D., Feng, T.J., Wang, M.Y., Lessard, S. and Tao, Y. 2019. Weak selection can filter environmental noise in the evolution of animal behavior, Physical Review E 100, 052411. (pdf)


77. Soares, C. and Lessard, S. 2019. Diffusion approximation for an age-class-structured population under viability and fertility selection with application to fixation probability of an advantageous mutant, Journal of Mathematical Biology 79, 2069-2110. (pdf)

76. Lessard, S. and Ewens, W.J. 2019. The left-hand side of the Fundamental Theorem of Natural Selection: a reply, Journal of Theoretical Biology 472, 77-83. (pdf)
 
75. Zheng, X.D., Li, C., Lessard, S. and Tao, Y. 2018. Environmental noise could promote stochastic local stability of behavioral diversity evolution, Physical Review Letters 128, 218101. (pdf


74. Lessard, S. and Soares, C. 2018. Frequency-dependent growth in class-structured populations: continuous dynamics in the limit of weak selection, Journal of Mathematical Biology 77, 229-259
. (pdf)

73. Zheng, X.D., Li, C., Lessard, S. and Tao, Y. 2017. Evolutionary stability concepts in a stochastic environment, Physical Review E 96, 032414. (pdf)
 
72. Griffiths, R.C., Jenkins, P.A. and Lessard, S. 2016. A coalescent dual process for a Wright-Fisher diffusion with recombination and its application to haplotype partitioning, Theoretical Population Biology 112, 126-138. (pdf)

71. Durand, G. and Lessard, S. 2016. Fixation probability in a two-locus intersexual selection model, Theoretical Population Biology 109, 75-87.
(pdf)

70. Lessard, S. and Soares, C. 2016. Definition of fitness in age-structured populations: Comparison in the haploid case, Journal of Theoretical Biology 391, 65-73. (pdf)

69. Kroumi, D. and Lessard, S. 2015. Strong migration limit for games in structured populations: Applications to dominance hierarchy and set structure, Games 6, 318-346. (pdf)

68. Ewens, W. J. and Lessard, S. 2015. On the interpretation and relevance of the Fundamental Theorem of Natural Selection, Theoretical Population Biology 104, 59-67.
(pdf)

67. Kroumi, D. and Lessard, S. 2015. Evolution of cooperation in a multidimensional phenotype space,
Theoretical Population Biology 102, 60-75. (pdf)

66. Kroumi, D.
and Lessard, S. 2015. Conditions for cooperation to be more abundant than defection in a hierarchically structured population, Dynamic Games and Applications 5, 239-262. (pdf)

65. Kermany, A.R. and Lessard, S. 2012. Effect of epistasis and linkage on fixation probability in three-locus models: an ancestral recombination-selection graph approach, Theoretical Population Biology 82, 131-145. (pdf)

64. Lessard, S. and Kermany, A.R. 2012. Fixation probability in a two-locus model by the ancestral recombination-selection graph, Genetics 190, 691-707. (pdf)

63. Lessard, S. 2011. Evolution of cooperation in finite populations, In: Evolutionary Game Dynamics (Karl Sigmund, Editor), Proceedings of Symposia in Applied Mathematics, American Mathematical Society, Providence, Rhode Island, 143-171.
(pdf)

62. Lessard, S. 2011. On the robustness of the extension of the one-third law of evolution to the multi-player game, Dynamic Games and Applications 1, 408-418. (pdf)

 

61. Lessard, S. 2011. Effective game matrix and inclusive payoff in group-structured populations, Dynamic Games and Applications 1, 301-318. (pdf)

60. Lessard, S. 2010. Recurrence equations for the probability distribution of sample configurations in exact population genetics models, Journal of Applied Probability 47, 732-751. (pdf)

59. Lessard, S. and Lahaie, P. 2009.  Fixation probability with multiple alleles and projected average allelic effect on selection, Theoretical Population Biology 75, 266-277 (pdf)

58. Lessard, S. 2009. Diffusion approximations for one-locus multi-allele kin selection, mutation and random drift in group-structured populations: a unifying approach to selection models in population genetics, Journal of Mathematical Biology 59, 659-696. (pdf)

57. Ladret, V. and Lessard, S. 2008. Evolutionary game dynamics in a finite asymmetric two-deme population and emergence of cooperation, Journal of Theoretical Biology 255, 137-151. (pdf)

56. Larribe, F. and Lessard, S. 2008. A composite-conditional-likelihood approach for gene mapping based on linkage disequilibrium in windows of marker loci,  Statistical Applications in Genetics and Molecular Biology 7, Issue 1, Article 27, 31 pages. (pdf)

55. Lessard, S. 2007. An exact sampling formula for the Wright-Fisher model and a conjecture about the finite-island model, Genetics 177, 1249-1254. (pdf)

54. Ladret, V. and Lessard, S. 2007. Fixation probability for a beneficial allele and a mutant strategy in a linear game under weak selection in a finite island model, Theoretical Population Biology 72, 409-425. (pdf)

53. Lessard, S. 2007. Cooperation is less likely to evolve in a finite population with a highly skewed distribution of family size, Proceedings of the Royal Society B 274, 1861-1865. (pdf)

52. Lessard, S. and Ladret, V. 2007. The probability of fixation of a single mutant in an exchangeable selection model, Journal of Mathematical Biology 54, 721-744. (pdf)

51. Wakeley, J. and Lessard, S. 2006. Corridors for migration between large subdivided populations, and the structured coalescent, Theoretical Population Biology 70, 412-420. (pdf)

50. Lessard, S. 2006. ESS theory now: Overview,  Theoretical Population Biology 69, 231-233. (pdf)

49. Lessard, S. 2005. Kin selection is implicated in partial sib-mating populations with constant viability differences before mating, Genetics 171, 407-413. (pdf)

48. Griffiths, R. and Lessard, S. 2005. Ewens' sampling formula and related formulae: combinatorial proofs, extensions to variable population size and applications to ages of alleles, Theoretical Population Biology 68, 167-177.  (pdf)

47. Lessard, S. 2005. Long-term stability from fixation probabilities in finite populations: New perspectives for ESS theory, Theoretical Population Biology 68, 19-27. (pdf)

46. Lessard, S. and Rocheleau, G. 2004. Kin selection and coefficients of relatedness in family-structured populations, Theoretical Population Biology 66, 287-306. (pdf)

45. Courteau, J. and Lessard, S. 2004. Sex ratio evolution through group selection using diffusion approximation, Journal of Mathematical Biology 48, 340-356. (pdf)

44. Lessard, S. and Wakeley, J. 2004.  The two-locus ancestral  graph in a subdivided population: convergence as the number of demes grows  in the island model, Journal of Mathematical Biology 48, 275-292. (pdf)

43. Wakeley, J. and Lessard, S. 2003. Theory of the effects of population structure and sampling on patterns of linkage disequilibrium applied to genomic data from humans, Genetics 164, 1043-1053.  (pdf)

42. Lessard, S. and Rocheleau, G. 2003. Change in frequency of a rare mutant allele: a general formula and applications to partial inbreeding models, Journal of Mathematical Biology 46, 71-94. (pdf)

41. Tao, Y. and Lessard, S. 2002. Frequency-dependent selection in sexual family-structured populations, Journal of Theoretical Biology 217, 525-534. (pdf)

40. Lessard, S. 2002. The theory of optimal sex ratio, Comments on Theoretical Biology 7, 315-354.

39. Larribe, F., Lessard, S. and Schork, N.J. 2002. Gene mapping via the ancestral recombination graph, Theoretical Population Biology 62, 215-229. (pdf)

38. Lessard, S. 2001. William D. Hamilton: A tribute, Theoretical Population Biology 59, 7-9. (pdf)

37. Lemire, M. and Lessard, S. 2001. Equilibrium structure and stability analysis in a frequency-dependent, two-population diploid model, Journal of Mathematical Biology 43, 1-21. (pdf)

36. Lemire, M., Lessard, S. and Tao, Y. 2000. Evolutionary stability in two-sex two-locus models,
Selection 1, 193-203.

35. Courteau, J. and Lessard, S. 2000. Optimal sex ratios in structured populations, Journal of Theoretical Biology 207, 157-175. (pdf)

34. Tao, Y. and Lessard, S. 2000. Fundamental theorem of natural selection and frequency-dependent selection: Analysis of the diploid matrix game model, Journal of Theoretical Biology 206, 17-25. (pdf)

33. Mahdi, S. and Lessard, S. 2000. Variability in centred house-of-cards mutation models, IMA Journal of Mathematics Applied in Medicine and Biology 17, 1-15. (pdf)

32. Tao, Y., Lessard, S. and Lemire, M. 2000. Evolutionarily stable strategy in a sex- and frequency-dependent selection model, Journal of Theoretical Bilogy 204, 191-200. (pdf)

31. Rocheleau, G. and Lessard, S. 2000. Stability analysis of the partial self-mating selection model, Journal of Mathematical Biology 40, 541-574. (pdf)

30. Courteau, J. and Lessard, S. 1999. Stochastic effects in LMC models, Theoretical Population Biology 55, 127-136. (pdf)

29. Lessard, S. 1997. Fisher's fundamental theorem of natural selection revisited, Theoretical Population Biology 52, 119-136. (pdf)

28. Lemire, M. and Lessard, S. 1997. On the non-existence of an optimal migration rate, Journal of Mathematical Biology 35,  657-682. (pdf)

27. Mahdi, S. and Lessard, S. 1996. Convergence of covariance structures in additive Gaussian polygenic models, Biometrics 52, 833-845. (pdf)

26. Lessard, S. 1996. La sélection de parentèle (kin selection), In: Dictionnaire du Darwinisme et de l'Évolution (Patrick Tort, Éditeur), Presses Universitaires de France, Paris, 3893-3902.

25. Castilloux, A.M. and Lessard, S. 1995. The fundamental theorem of natural selection in Ewens' sense: Case of many loci, Theoretical Population Biology 48, 306-315. (pdf)

24. Lessard, S. and Castilloux, A.M. 1995. The fundamental theorem of natural selection in Ewens' sense: Case of fertility selection, Genetics 141, 733-742. (pdf)

23. Lessard, S. and Mahdi, S. 1995. Convergence de la variabilité dans les modèles polygéniques gaussiens, Genetics Selection Evolution 27, 395-421. (pdf)

22. Lessard, S. 1994. Adaptive topography in fertility-viability selection models: The haplodiploid case, Theoretical Population Biology 46, 344-362. (pdf)

21. Lessard, S. 1993. Adaptive topography in fertility-viability selection models: An alternative to inclusive fitness in kin selection models, Theoretical Population Biology 43, 281-309. (pdf)

20. Lessard, S. 1992. Relatedness and inclusive fitness with inbreeding, Theoretical Population Biology 42, 284-307. (pdf)

19. Lessard, S.1991. Statistical models for sex ratio evolution, In: Statistical Methods in Biological and Medical Sciences (C.R. Rao and R. Chakraborty, Editors), Handbook of Statistics, Volume 8, North-Holland, New-york, 347-372.

18. Lessard, S. 1990. Evolutionary stability: One concept, several meanings, Theoretical Population Biology 37, 159-170. (pdf)

17. Lessard, S. 1990. Évolution du rapport numérique des sexes et modèles dynamiques connexes, In: Mathematical and Statistical Developments of Evoltionary Theory (S. Lessard, Editor), NATO ASI Series C: Mathematical and Physical Sciences, Volume 299, Kluwer Academic Publishers, Dordrecht, The Netherlands, 269-325.

16. Lessard, S. 1990. Population Genetics of Sex Allocation, In: Some Mathematical Questions in Biology - Sex Allocation and Sex Change: Experiments and Models (M. Mangel, Editor), Lectures on Mathematics in the Life Sciences, Volume 22, The American Mathematical Society, Providence, Rhode Island, 109-126.

15. Lessard, S. 1989. Resource allocation in Mendelian populations: Further in ESS theory, In: Mathematical Evolutionary Theory (M.W. Feldman, Editor),  Princeton University Press, Princeton, New Jersey, 207-246.

14. Lessard, S. 1989. The mathematics of resource allocation in population biology I. Interspecific competition, Applied Mathematics and Computation 32, 207-226. (pdf)

13. Lessard, S. 1988. Le Q.I. et l'hérédité, ou les pièges de la statistique - Partie II: Héritabilité et analyse de variance, La Gazette des Sciences Mathématiques du Québec 12, 3-19.

12. Lessard, S. 1988. Le Q.I. et l'hérédité, ou les pièges de la statistique - Partie I: Tests d'aptitude et analyse factorielle, La Gazette des Sciences Mathématiques du Québec 11, 3-30.
 
11. Lessard, S. 1987. The role of recombination and selection in the modifier theory of sex ratio distortion, Theoretical Population Biology 31, 339-358. (pdf)

10. Lessard, S. 1986. Evolutionary principles for general frequency-dependent two-phenotype models in sexual populations, Journal of Theoretical Biology 119, 329-344. (pdf)

9. Lessard, S. 1985. The role of recombination in the modifier theory of autosomal segregation distortion, Theoretical Population Biology 28, 133-149. (pdf)

8. Lessard, S. 1985. Notions de stratégie et de stabilité en théorie de l'évolution, La Gazette des Sciences Mathématiques du Québec 9, 13-32.

7. Karlin, S. and Lessard, S. 1984. On the optimal sex-ratio: A stability analysis based on a characterization for one-locus multiallele viability models, Journal of Mathematical Biology 20, 15-38. (pdf)

6. Lessard, S. 1984. Evolutionary dynamics in frequency-dependent two-phenotype models, Theoretical Population Biology 25, 210-234. (pdf)

5. Karlin, S. and Lessard, S. 1983. On the optimal sex-ratio, Proceedings of the National Academy of Sciences USA 80, 5931-5935.

4. Lessard, S. and Karlin, S. 1982. A criterion for stability-instability at fixation states involving an eigenvalue one with applications in population genetics, Theoretical Population Biology 22, 108-126. (pdf)

3. Lessard, S. 1981. Is the between-population variance negligible in the total variance of heterozygosity? Theoretical Population Biology 20, 394-410. (pdf)

2. Lessard, S. 1981. La loi forte des grands nombres pour certaines classes de variables aléatoires faiblement dépendantes, Revue Roumaine de Mathématiques Pures et Appliquées 26, 1355-1366.

1. Lessard, S. 1980. Une double généralisation du théorème de Fejèr-Lebesgue, Canadian Mathematical Bulletin 23, 29-35.



Thèses / Thesis

Sur quelques problèmes de convergence ponctuelle, Thése de doctorat, Université de Montréal, 1978, 59 pages. Superviseur: Richard Duncan

Sur les affinités entre la théorie des martingales et la théorie ergodique, Mémoire de maîtrise, Université de Montréal, 1974, 66 pages. Superviseur: Richard Duncan



Critiques de livres / Book reviews

Histoire d'un génome: Population et génétique dans l'est du Québec, sous la direction de Gérard Bouchard et Marc De Brackeleer, Presses de l'Université du Québec, 1991, 607 pages. In Cahiers Québécois de Démographie 21, 1993, 207-212.

The Theory of Evolution and Dynamical Systems, par J. Hofbauer and K. Sigmund, Cambridge University Press, 1988, 341 pages. In American Scientist 79, 1991, 180.



Stagiaires postdoctoraux / Postdoctoral fellows


CHEN, Yu-Ting, Evolution of cooperation in graph-structured populations, 2013-2014.


KERMANY, Amir, Ancestral recombination-selection graph and evolution of recombination, stagiaire postdoctoral, 2009-2011.


LADRET, Véronique, Théorie de la coalescence et probabilité de fixation, 2004-2006.

TAO, Yi, Evolutionarily stable strategy theory, stagiaire postdoctoral, 1998-2000.




Étudiant(e)s de doctorat / Ph.D. students


LI, Cong, Evolution of cooperation in evolutionary games with the opting-out strategy and under random environmental noise, 2020.

SOARES, Cintia, Évolution dans des populations structurées en classes, 2019.

KROUMI, Dhaker, Étude de quelques populations structurées : processus de coalescence et abondance d’une stratégie, 2016.


LARRIBE, Fabrice, Cartographie génétique fine par le graphe de recombinaison ancestral, 2003.

ROCHELEAU, Ghislain, Modèles de sélection avec consanguinité, 2003.

LEMIRE, Mathieu, Sur les stratégies stables au cours de l’évolution, 2001.

COURTEAU, Josiane, Sex-ratio optimal dans des populations structurées, 1997.

CARRIER, Vincent, Modèles de sélection sexuelle à deux espèces, 1996.

MAHDI, Smail, Convergence de la variabilité de caractères génétiques quantitatifs, 1994.


Étudiant(e)s de maîtrise / Master's students
 


MARTIN, Éloi, Évolution de la coopération dans des populations structurées en groupes avec assortativité partielle, 2024.

ELGBEILI, Guillaume,
Probabilité et temps de fixation à l’aide de processus ancestraux, 2013.


SAIDI, Lamiae, Applications du processus ancestral avec recombinaison et conversion en génétique statistique, 2013.

LAHAIE, Philippe, Probabilité de fixation dans des modèles génétiques de populations à plusieurs allèles, 2008.

LASALLE-IALONGO, David, Processus de coalescence dans une population subdivisée avec possibilité de coalescences multiples, 2008.

MARTIN, Géraldine, Mesures d’apparentement pour des modèles de sélection avec interactions dans une population structurée en groupes, 2009.

VILLANDRE, Luc, Effet de l'échantillonnage non proportionnel de cas et de témoins sur une méthode de vraisemblance maximale pour l'estimation de la position d'une mutation sous sélection, 2009.

LANGEVIN, Samuel, Probabilité de fixation dans des modèles de sélection avec consanguinité, 2006.

ROCHELEAU, Ghislain, Modèles de sélection avec autofécondation partielle et modèles connexes,1997.

CASTILLOUX, Anne-Marie, Le théorème fondamental de la sélection naturelle, 1995.

LEMIRE, Mathieu, Modèles de migration en génétique des populations, 1994.



Stagiaires de recherche d'été du premier cycle / Undergraduate Summer Internships 


MARTIN, Éloi, Dilemme du prisonnier avec paiements aléatoires dans un modèle de Moran, 2020.

DURAND, Guillermo, Utilisation du graphe ancestral de sélection-recombinaison dans un modèle à deux loci avec sélection sexuelle, 2014.

ROBITAILLE-GROU, Marie-Christine, Processus ancestral avec conversion génique, 2013.

ELGBEILI, Guillaume, Processus stochastiques, 2011.

BANVILLE, Marjorie, Graphe de sélection ancestral, 2010.

SÉGUIN, Caroline, Calcul de temps moyens de coalescence, 2007.

POULIOT, David, Probabilité de fixation d’un gène dans une population subdivisée, 2005.

MARTIN, Géraldine, Mesures de probabilités sur des arbres appliquées aux processus de branchement, 2005.

LASALLE-IALONGO, David, Configuration échantillonnale de gènes à deux loci avec recombinaison, 2005.

MARTIN, Géraldine, Sex-ratio optimal dans une population finie, 2004.