Phylogenetics is the study of evolutionary relationships between entities, usually biological in nature. The primary aim of such study is to elucidate the structure of these evolutionary histories. Unfortunately, such study can run into a variety of obstacles, both practical and theoretical. In this thesis we explore theoretical obstacles to phylogenetic reconstruction, by examining several scenarios in which distinguishing between similar structures can become quite difficult. In Chapter 2, we consider when metrics on trees and metrics on networks can become indistinguishable, and present several novel results in this area, showing that it is possible for any tree metric to be represented on a non-trivial network, and provide early results...
International audiencePhylogenies are used to describe the history of evolutionarily related biologi...
Phylogenies—the evolutionary histories of groups of organisms—are one of the most widely used tools ...
Phylogenetic Networks are defined to be simple connected graphs with exactly n labeled nodes of degr...
Phylogenetic networks are a generalization of phylogenetic trees that are used to represent non-tree...
Phylogenetic trees are widely used to express and explore evolutionary relationships. In recent time...
International audiencePhylogenetic networks have now joined phylogenetic trees in the center of phyl...
We consider the problem of determining the topological structure of a phylogenetic network given on...
Commonly, the evolutionary history of a set of taxa is described by a phylogenetic tree. However, in...
We consider the problem of determining the topological structure of a phylogenetic network given onl...
Traditional “distance based methods” reconstruct a phylogenetic tree from a matrix of pair-wise dist...
Phylogenetic networks model the evolutionary history of sets of organisms when events such as hybrid...
Phylogenetic trees and networks are mathematical structures for representing the evolutionary histor...
Phylogenetic trees and networks are mathematical structures for representing the evolutionary histor...
Phylogenetic networks are a generalization of phylogenetic trees allowing for the representation of ...
To construct a phylogenetic tree or phylogenetic network for describing the evolutionary history of ...
International audiencePhylogenies are used to describe the history of evolutionarily related biologi...
Phylogenies—the evolutionary histories of groups of organisms—are one of the most widely used tools ...
Phylogenetic Networks are defined to be simple connected graphs with exactly n labeled nodes of degr...
Phylogenetic networks are a generalization of phylogenetic trees that are used to represent non-tree...
Phylogenetic trees are widely used to express and explore evolutionary relationships. In recent time...
International audiencePhylogenetic networks have now joined phylogenetic trees in the center of phyl...
We consider the problem of determining the topological structure of a phylogenetic network given on...
Commonly, the evolutionary history of a set of taxa is described by a phylogenetic tree. However, in...
We consider the problem of determining the topological structure of a phylogenetic network given onl...
Traditional “distance based methods” reconstruct a phylogenetic tree from a matrix of pair-wise dist...
Phylogenetic networks model the evolutionary history of sets of organisms when events such as hybrid...
Phylogenetic trees and networks are mathematical structures for representing the evolutionary histor...
Phylogenetic trees and networks are mathematical structures for representing the evolutionary histor...
Phylogenetic networks are a generalization of phylogenetic trees allowing for the representation of ...
To construct a phylogenetic tree or phylogenetic network for describing the evolutionary history of ...
International audiencePhylogenies are used to describe the history of evolutionarily related biologi...
Phylogenies—the evolutionary histories of groups of organisms—are one of the most widely used tools ...
Phylogenetic Networks are defined to be simple connected graphs with exactly n labeled nodes of degr...