Wolbachia infection in a sex-structured mosquito population carrying West Nile virus

Wolbachia infection in a sex-structured mosquito population carrying West Nile virus
József Z. Farkas, Stephen A. Gourley, Rongsong Liu, Abdul-Aziz Yakubu

Wolbachia is possibly the most studied reproductive parasite of arthropod species. It appears to be a promising candidate for biocontrol of some mosquito borne diseases. We begin by developing a sex-structured model for a Wolbachia infected mosquito population. Our model incorporates the key effects of Wolbachia infection including cytoplasmic incompatibility and male killing. We also allow the possibility of reduced reproductive output, incomplete maternal transmission, and different mortality rates for uninfected/infected male/female individuals. We study the existence and local stability of equilibria, including the biologically relevant and interesting boundary equilibria. For some biologically relevant parameter regimes there may be multiple coexistence steady states including, very importantly, a coexistence steady state in which Wolbachia infected individuals dominate. We also extend the model to incorporate West Nile virus (WNv) dynamics, using an SEI modelling approach. Recent evidence suggests that a particular strain of Wolbachia infection significantly reduces WNv replication in Aedes aegypti. We model this via increased time spent in the WNv-exposed compartment for Wolbachia infected female mosquitoes. A basic reproduction number R0 is computed for the WNv infection. Our results suggest that, if the mosquito population consists mainly of Wolbachia infected individuals, WNv eradication is likely if WNv replication in Wolbachia infected individuals is sufficiently reduced.

Algorithmic Methods to Infer the Evolutionary Trajectories in Cancer Progression

Algorithmic Methods to Infer the Evolutionary Trajectories in Cancer Progression
Giulio Caravagna, Alex Graudenzi, Daniele Ramazzotti, Rebeca Sanz-Pamplona, Luca De Sano, Giancarlo Mauri, Victor Moreno, Marco Antoniotti, Bud Mishra

The evolutionary nature of cancer relates directly to a renewed focus on the voluminous NGS (next generation sequencing) data, aiming at the identification of explanatory models of how the (epi)genomic events are choreographed in cancer initiation and development. However, despite the increasing availability of multiple additional -omics data, this quest has been frustrated by various theoretical and technical hurdles, mostly related to the dramatic heterogeneity and temporality of the disease. In this paper, we build on our recent works on selectivity relation among driver mutations in cancer progression and investigate their applicability to the modeling problem – both at the population and individual levels. On one hand, we devise an optimal, versatile and modular pipeline to extract ensemble-level progression models from cross-sectional sequenced cancer genomes. The pipeline combines state-of-the-art techniques for sample stratification, driver selection, identification of fitness-equivalent exclusive alterations and progression model inference. We demonstrate this pipeline’s ability to reproduce much of the current knowledge on colorectal cancer progression, as well as to suggest novel experimentally verifiable hypotheses. On the other hand, we prove that our framework can be applied, mutatis mutandis, in reconstructing the evolutionary history of cancer clones in single patients, as illustrated by an example with multiple biopsy data from clear cell renal carcinomas.

Handicap hypothesis implies emergence of dimorphic mating displays

Handicap hypothesis implies emergence of dimorphic mating displays
Sara M. Clifton, Rosemary I. Braun, Daniel M. Abrams

Since 1975 Zahavi’s handicap principle has provided an elegant explanation for extravagant ornaments in the animal world: namely, that ornaments advertise fitness and must be costly in order to enforce honest signaling. Here, we show that populations of animals subject to the handicap principle may be forced to split into distinct subgroups of differing ornament size. We verify our claims via simple mathematical analysis and real-world data, including a composite data set of ornament size distributions from many distinct species, all of which are consistent with model predictions.

MTG2: An efficient algorithm for multivariate linear mixed model analysis based on genomic information

MTG2: An efficient algorithm for multivariate linear mixed model analysis based on genomic information

Sang Hong Lee, Julius van der Werf

Genomic variant calling: Flexible tools and a diagnostic data set

Genomic variant calling: Flexible tools and a diagnostic data set

Michael Lawrence, Melanie A Huntley, Eric Stawiski, Art Owen, Thomas D Wu, Leonard D Goldstein, Yi Cao, Jeremiah Degenhardt, Jason Young, Joseph Guillory, Sherry Heldens, Marlena Jackson, Somasekar Seshagiri, Robert Gentleman

Deep sequencing of environmental DNA isolated from the Cuyahoga River highlights the utility of river water samples to query surrounding aquatic and terrestrial biodiversity

Deep sequencing of environmental DNA isolated from the Cuyahoga River highlights the utility of river water samples to query surrounding aquatic and terrestrial biodiversity

Matthew Cannon, James Hester, Amanda Shalkhauser, Ernest R Chan, Kyle Logue, Scott T Small, David Serre

Complete assembly of novel environmental bacterial genomes by MinIONTM sequencing

Complete assembly of novel environmental bacterial genomes by MinIONTM sequencing

Daniel J Turner, Xiaoguang Dai, Simon Mayes, Sissel Juul

Rolling the Dice Twice: Evolving Reconstructed Ancient Proteins in Extant Organisms

Rolling the Dice Twice: Evolving Reconstructed Ancient Proteins in Extant Organisms

Betul Kacar

Assortment and the evolution of cooperation in a Moran process with exponential fitness

Assortment and the evolution of cooperation in a Moran process with exponential fitness
Daniel Cooney, Carl Veller

We study the evolution of cooperation in a finite population interacting according to a simple model of like-with-like assortment. Evolution proceeds as a Moran process, and payoffs from the underlying cooperator-defector game are translated to positive fitnesses by an exponential transformation. The use of the exponential transformation, rather than the usual linear one, allows for a tractable characterization of the effect of assortment on the evolution of cooperation. We define two senses in which a greater degree of assortment can favour the evolution of cooperation, the first stronger than the second: (i) greater assortment increases, at all population states, the probability that the number of cooperators increases, relative to the probability that the number of defectors increases; and (ii) greater assortment increases the fixation probability of cooperation, relative to that of defection. We show that, even by the stronger definition, greater assortment favours the evolution of cooperation for many cooperative dilemmas of interest, including prisoners’ dilemmas, snowdrift games, and stag-hunt games. For other cooperative dilemmas, greater assortment favours cooperation by the weak definition, but not by the strong definition. Allen and Nowak (2015) have derived similar results for a Wright-Fisher process with assortment. Our results complement theirs, and extend them in two ways: First, while their results hold only for weak selection, our results hold for any strength of selection. Second, while their results apply only to the weak definition by which assortment favours cooperation, we derive results for the strong definition too.

Diverse phenotypic and genetic responses to short-term selection in evolving Escherichia coli populations

Diverse phenotypic and genetic responses to short-term selection in evolving Escherichia coli populations

Marcus M Dillon, Nicholas P Rouillard, Brian Van Dam, Romain Gallet, Vaughn S Cooper