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Cancer evolution: mathematical models and computational inference

Item Type:Article
Title:Cancer evolution: mathematical models and computational inference
Creators Name:Beerenwinkel, N. and Schwarz, R.F. and Gerstung, M. and Markowetz, F.
Abstract:Cancer is a somatic evolutionary process characterized by the accumulation of mutations, which contribute to tumor growth, clinical progression, immune escape, and drug resistance development. Evolutionary theory can be used to analyze the dynamics of tumor cell populations and to make inference about the evolutionary history of a tumor from molecular data. We review recent approaches to modeling the evolution of cancer, including population dynamics models of tumor initiation and progression, phylogenetic methods to model the evolutionary relationship between tumor subclones, and probabilistic graphical models to describe dependencies among mutations. Evolutionary modeling helps to understand how tumors arise and will also play an increasingly important prognostic role in predicting disease progression and the outcome of medical interventions, such as targeted therapy.
Keywords:Cancer, Cancer Progression, Evolution, Population Genetics, Probabilistic Graphical Models
Source:Systematic Biology
Publisher:Oxford University Press
Page Range:e1-e25
Date:January 2015
Official Publication:https://doi.org/10.1093/sysbio/syu081
PubMed:View item in PubMed

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