Articles online:
2002-2006:
On the role of social clusters in the transmission of infectious diseases. Theoretical Population Biology, 61 (2002),163-169. PDF
On the role of reinfection in the transmission of infectious diseases. Journal of Theoretical Biology, 225 (2003) 59-63. PDF
Can HIV invade a population that is already sick? Bulletin of the Brazilian Mathematical Society, 34 (2003) 1-10. PDF.
Coexistence results for a spatial stochastic epidemic model, with Norio Konno and Hideki Tanemura. Markov processes and related fields, 10 (2004),367-376. PDF.
Mass extinctions: an alternative to the Allee effect. Annals of Applied Probability 15 (2005), 984-991. PDF
A note on branching random walks on finite sets , with Tom Mountford. Journal of Applied Probability 42 (2005), 287-294. PDF
The probability of treatment induced drug resistance. Acta Biotheoretica, 54, 2006, 13-19 PDF
Chapter entitled "Interacting particle systems in population biology" in the book "Mathematical and computational methods in biology", A. Maass, A. Martinez, E.Pecou editors, (2006) Hermann, Paris.PDF
A stochastic model for cancer risk. Genetics, 174 (2006), 545-547.PDF
2007-2010:
A contact process with mutations on a tree, with T.M. Liggett and J. Schweinsberg. Stochastic Processes and their applications 118 (2008), 319-332. PDF
A spatial stochastic model for virus dynamics. Journal of Statistical Physics, 128 (2007), 771-779. PDF
Spatial and non spatial stochastic models for immune response (with Jason Schweinsberg). Markov Processes and Related Fields 14, 2008, 255-276. .PDF
On the role of social aggregation in the extinction of a species. Progress in Probability 60 (2008),
V. Sidoravicius and M.E. Vares Editors, Birkhauser. PDF
Survival and existence for a multitype contact process, with J.T. Cox. Annals of probability 37 (2009), 853-876 . PDF
Will the announced influenza pandemic really happen? PDF
The age incidence for any cancer can be explained by a one mutation model. PDF
A stochastic model for phylogenetic trees, with T. Liggett. Journal of Applied Probability 46 (2009), 601-607 . PDF
Contact process in a wedge, with Ted Cox and Nevena Maric. Journal of Statistical Physics 139 (2010), 506-517. PDF
2011-2013:
Strength in numbers? Not always! Physica A 390 (2011) 1737-1740 PDF
A stochastic model of evolution, with Herve Guiol and Fabio Machado. Markov Processes Relat. Fields 17, 253–258 (2011) PDF
Modeling competition between two influenza strains. Advances in Superprocesses and PDE's, J. Englander and B. Rider editors (2013). Springer Verlag.PDF
A spatial stochastic model for rumor transmission (with Cristian F. Coletti, Pablo M. Rodriguez) Journal of statistical physics (2012), 147, 375-381 arXiv:1202.4019
Bacterial persistence: a winning strategy? (with Olivier Garet, Regine Marchand) Markov Processes and Related Fields 18 (2012), 639-650. arXiv:1109.5132
A Branching Process for Virus Survival (with J. Theodore Cox) Journal of Applied Probability 49 (2012) 888-894. arXiv:1109.5124
On a link between a species survival time in an evolution model and the Bessel distributions (with Herve Guiol and Fabio P. Machado) Brazilian Journal of Probability and Statistics 27 (2013) 201-209. arXiv:1102.2817
An inhomogeneous contact process model for speciation. Journal of Statistical Physics 151 (2013) 980-984. arXiv:1305.2625
2014-present:
A stochastic model for the evolution of the influenza virus (with J.T.Cox). Markov Processes and related fields 20 (2014) 155-166. arXiv:1302.2362
Waiting for the second mutation: an alternative to the Moran model. Physica A 401 (2014) 224-227. arXiv:1306.6919
Does random dispersion help survival? Journal of Statistical Physics (2015) 159:101–107. arXiv:1306.6919
Survival under high mutation. arXiv:1306.6919