MAXIMUM LIKELIHOOD Flashcards
2 Major components of phylogenetic analysis
- Phylogeny inference or “tree building”
- Character and rate analysis
the inference of the branching orders, and ultimately the evolutionary relationships, between “taxa” (entities such as genes, populations, species, etc.)
phylogeny inference or “tree building”
using phylogenies as analytical frameworks for rigorous understanding of the evolution of various traits or conditions of interest
character and rate analysis
review common phylogenetic tree terminology and types of trees at d module given
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are mathematical and/or statistical methods for inferring the divergence order of taxa, as well as the lengths of the branches that connect them
molecular phylogenetics: tree building methods
use the aligned characters, such as DNA or protein sequences, directly during tree inference
character-based methods
transform the sequence data into pairwise distances and then use the matrix during tree building
distance-based methods
which tree building method uses character-based and optimality criterion?
parsimony
maximum likelihood
which tree building method uses distance-based and optimality criterion?
minimum evolution
least squares
which tree building method uses distance-based and clustering algorithm?
UPGMA & NJ
having likeliness or resemblance (an observation)
similar
genetically connected (a historical fact)
related
types of computational methods
clustering algorithm
optimality approaches
use pairwise distances
clustering algorithm
are purely algorithmic methods, in which the algorithm itself defines the tree selection criterion
clustering algorithm
tend to be very fast programs that produce singular tree rooted by distance
clustering algorithm
no objective function to compare to other trees, even if numerous other trees could explain the data equally well
clustering algorithm
REMEMBER: finding a singular tree is not necessarily same as finding the “true” evolutionary tree
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uses either character or distance data
optimality approaches
first define an optimality criterions (minimum branch lengths, fewest no. of events, highest likelihood), and then use a specific algorithm for finding trees with the best value for the objective function
optimality approaches
can identify many equally optimal trees, if such exist
optimality approaches
REMEMBER: Finding an optimal tree is not necessarily the same as finding the “true” tree
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this method was first proposed by the English statistician R.A. Fisher in 1922
maximum likelihood
the probability of observing data under the assumed model will change depending on the parameter values of the model
maximum likelihood