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Grant: Discovery Grants Program - Individual

Dalhousie University

$40,000.00

Statistical Methods for Molecular Evolution

EF 2023-24

Résumé
Statistical methods for inference about evolution from aligned molecular sequence data will be the focus of this research. In addition, working with colleagues in biology and biochemistry, methods will be applied to better understand the evolution of early single-celled organisms and how processes of selection work in pathogens. While statistical theory and methods will be developed with evolutionary inference questions in mind, the statistical methods and theory will be more broadly applicable to other areas of science. Four project areas will be targeted: 1. Tree Testing: Understanding what the evolutionary relationships are between organisms is an important step in understanding their biology. We will derive new statistical methods that yield confidence sets of evolutionary trees that are likely to include the true relationship and provide information about where uncertainty about evolutionary relationships lies.  2. Positive Selection: This occurs when organisms adapt to changing environmental conditions. Detecting positive selection is of importance, for instance, in understanding how pathogens that infect humans can evolve resistance. Current methodology sometimes gives biologically unreasonable estimates of the strength of selection and can give unreliable testing results. We are developing methods that are less susceptible to the sparse-data issues that cause such problems. Another area of interest is developing models that jointly models changes in the functions that an organism's genes performs and changes in DNA. Such models will give a better understanding of which locations in a gene are important for particular biological functions.  3. Protein Evolution Models: Evolution of the proteins that perform the functions of organisms is a complex process. Understanding such evolutionary processes is crucial to inference about the relationships between organisms and of interest in itself. We will develop more realistic models that accommodate the frequently observed phenomenon that evolutionary processes vary over proteins and positions within proteins. 4. Model Selection: An important task in modeling evolution is to select classes of models that adjust for important processes but without becoming so complex that data is insufficient for their estimation. We will develop methods that penalize excess complexity and test model performance by considering key performance measures on validation data.
Programme
Discovery Grants Program - Individual
Bénéficiaire
Emplacement
Nova Scotia, Canada
Type de bénéficiaire
Academia
Type
Grant
Source
NSERC's Awards Data

Tel que publié

Application id
RGPIN-2019-04287
Name nom
Susko, Edward
Department département
Mathematics and Statistics - Mathematics and Statistics
Organization id
79
Institution établissement
Dalhousie University
Province en
Nova Scotia
Province fr
Nouvelle-Écosse
Country en
CANADA
Country fr
CANADA
Fiscal year exercice financier
2023
Competition year année de concours
2019
Award amount
40000
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
1508
Committee name en
Mathematics and Statistics
Committee name fr
Mathématiques et statistique
Area of application code
1200
Area of application group en
Advancement of knowledge
Area of application group fr
Avancement des connaissances
Area of application en
Advancement of knowledge
Area of application fr
Avancement des connaissances
Research subject code
4709
Research subject group en
Evolution and ecology
Research subject group fr
Taxonomy, systematics and phylogenetics
Research subject en
Évolution et écologie
Research subject fr
Taxonomie, systématique et phylogénétique
Application title
Statistical Methods for Molecular Evolution
Keyword
Adaptive Evolution; Bioinformatics; Likelihood Methods; Mixture Models; Model Assessment; Molecular Evolution; Phylogenetics; Resampling Methods; Robust Inference; Statistical Theory
Application summary
Statistical methods for inference about evolution from aligned molecular sequence data will be the focus of this research. In addition, working with colleagues in biology and biochemistry, methods will be applied to better understand the evolution of early single-celled organisms and how processes of selection work in pathogens. While statistical theory and methods will be developed with evolutionary inference questions in mind, the statistical methods and theory will be more broadly applicable to other areas of science. Four project areas will be targeted: 1. Tree Testing: Understanding what the evolutionary relationships are between organisms is an important step in understanding their biology. We will derive new statistical methods that yield confidence sets of evolutionary trees that are likely to include the true relationship and provide information about where uncertainty about evolutionary relationships lies.  2. Positive Selection: This occurs when organisms adapt to changing environmental conditions. Detecting positive selection is of importance, for instance, in understanding how pathogens that infect humans can evolve resistance. Current methodology sometimes gives biologically unreasonable estimates of the strength of selection and can give unreliable testing results. We are developing methods that are less susceptible to the sparse-data issues that cause such problems. Another area of interest is developing models that jointly models changes in the functions that an organism's genes performs and changes in DNA. Such models will give a better understanding of which locations in a gene are important for particular biological functions.  3. Protein Evolution Models: Evolution of the proteins that perform the functions of organisms is a complex process. Understanding such evolutionary processes is crucial to inference about the relationships between organisms and of interest in itself. We will develop more realistic models that accommodate the frequently observed phenomenon that evolutionary processes vary over proteins and positions within proteins. 4. Model Selection: An important task in modeling evolution is to select classes of models that adjust for important processes but without becoming so complex that data is insufficient for their estimation. We will develop methods that penalize excess complexity and test model performance by considering key performance measures on validation data.