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Grant: Discovery Grants Program - Individual

University of Western Ontario

$65,000.00

Modelling microbial evolution: predicting evolutionary escape

EF 2022-23

Résumé
Microbes, such as bacteria and viruses, are critical to both human health and disease, underpin the health of our lakes, oceans and forests, and are also foundational to agriculture and global nutrient cycling. With large population sizes and short generation times, microbes evolve very quickly; this is repeatedly observed as bacteria evolve resistance to each new antibiotic. My research group uses mathematical models to predict how microbes evolve. We verify our mathematical work by using computer simulations of evolving microbial populations. We also work closely with experimental scientists to better understand the data obtained when microbes evolve in controlled laboratory settings. Whenever microbial growth is held in check - by the human immune system, by medical intervention, or by other microbes - evolution typically circumvents the restriction, such that an adapted microbial population recovers and grows; this recovery through adaptation is called "evolutionary escape". My goal is to develop models and simulations that allow us to better predict evolutionary escape in three situations: 1. Escape from Immunity. If enough individuals in a population are immune to an infectious microbe, the infection will not spread. Unfortunately, the microbe can evolve to avoid recognition by the immune system; this is why it is difficult to design the influenza vaccine. In previous work we found that in most situations, this evolutionary escape is delayed if the population is immune to the microbe in many different ways. We have recently discovered, however, situations in which immune diversity makes escape more likely. My goal is to use mathematical models to identify these unexpected and potentially dangerous situations in which diversity promotes escape. 2. Escape from Sequence-Specific Therapy. An exciting new class of antibiotic therapies is emerging that can be programmed to target specific gene sequences. This will allow us to kill, for example, only the harmful bacteria in an infection, or only the antibiotic-resistant bacteria in the environment. Unfortunately, as with previous antibiotics, evolutionary escape is inevitable. My goal is to predict the expected rate of escape from sequence-specific agents; this work will be a critical step in the development of this new class of therapy. 3. Co-evolutionary Escape. Infectious microbes and the populations they infect can co-evolve in a series of evolutionary escapes: the "host" population escapes the microbe by developing immunity; the microbe co-evolves to escape immune pressure. This situation is made more complex by gene sequences that can move between microbes and their hosts. Using bacteria and viruses as a model system, I plan to use evolutionary models to predict the fate of gene sequences that move between microbes and their hosts as they co-evolve. Ultimately, this work will help us understand and explain the 8% of the human genome that we have adopted from the viruses that infect us.
Programme
Discovery Grants Program - Individual
Emplacement
Ontario, Canada
Type de bénéficiaire
Academia
Type
Grant
Source
NSERC's Awards Data

Tel que publié

Application id
RGPIN-2019-06294
Name nom
Wahl, Linda
Department département
Applied Mathematics - Applied Mathematics
Organization id
36
Institution établissement
University of Western Ontario
Province en
Ontario
Province fr
Ontario
Country en
CANADA
Country fr
CANADA
Fiscal year exercice financier
2022
Competition year année de concours
2019
Award amount
65000
Program id
RGPIN
Program name en
Discovery Grants Program - Individual
Program name fr
Programme de subventions à la découverte - individuelles
Group en
DISCOVERY RESEARCH
Group fr
RECHERCHE AXÉE SUR LA DÉCOUVERTE
Committee code
1503
Committee name en
Evolution and Ecology
Committee name fr
Évolution et écologie
Area of application code
405
Area of application group en
Environment
Area of application group fr
Environnement
Area of application en
Modelling and mathematical simulation of natural processes
Area of application fr
Modélisation et simulation mathématique des processus naturels
Research subject code
4700
Research subject group en
Evolution and ecology
Research subject group fr
Évolution et écologie
Research subject en
Evolution and ecology
Research subject fr
Évolution et écologie
Installment
inst:3
Partie
1
Nb partie
5
Application title
Modelling microbial evolution: predicting evolutionary escape
Application summary
Microbes, such as bacteria and viruses, are critical to both human health and disease, underpin the health of our lakes, oceans and forests, and are also foundational to agriculture and global nutrient cycling. With large population sizes and short generation times, microbes evolve very quickly; this is repeatedly observed as bacteria evolve resistance to each new antibiotic. My research group uses mathematical models to predict how microbes evolve. We verify our mathematical work by using computer simulations of evolving microbial populations. We also work closely with experimental scientists to better understand the data obtained when microbes evolve in controlled laboratory settings. Whenever microbial growth is held in check - by the human immune system, by medical intervention, or by other microbes - evolution typically circumvents the restriction, such that an adapted microbial population recovers and grows; this recovery through adaptation is called "evolutionary escape". My goal is to develop models and simulations that allow us to better predict evolutionary escape in three situations: 1. Escape from Immunity. If enough individuals in a population are immune to an infectious microbe, the infection will not spread. Unfortunately, the microbe can evolve to avoid recognition by the immune system; this is why it is difficult to design the influenza vaccine. In previous work we found that in most situations, this evolutionary escape is delayed if the population is immune to the microbe in many different ways. We have recently discovered, however, situations in which immune diversity makes escape more likely. My goal is to use mathematical models to identify these unexpected and potentially dangerous situations in which diversity promotes escape. 2. Escape from Sequence-Specific Therapy. An exciting new class of antibiotic therapies is emerging that can be programmed to target specific gene sequences. This will allow us to kill, for example, only the harmful bacteria in an infection, or only the antibiotic-resistant bacteria in the environment. Unfortunately, as with previous antibiotics, evolutionary escape is inevitable. My goal is to predict the expected rate of escape from sequence-specific agents; this work will be a critical step in the development of this new class of therapy. 3. Co-evolutionary Escape. Infectious microbes and the populations they infect can co-evolve in a series of evolutionary escapes: the "host" population escapes the microbe by developing immunity; the microbe co-evolves to escape immune pressure. This situation is made more complex by gene sequences that can move between microbes and their hosts. Using bacteria and viruses as a model system, I plan to use evolutionary models to predict the fate of gene sequences that move between microbes and their hosts as they co-evolve. Ultimately, this work will help us understand and explain the 8% of the human genome that we have adopted from the viruses that infect us.