Lecture 13 - Maximum Likelihood Flashcards

1
Q

what does maximum likelihood maximize in the context of phylogenetic trees

A

P(data | tree, model)
- the probability of observing the data given the model (tree and model of evolution)

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2
Q

what does L(model | data) mean

A

given a model of sequence evolution, find the tree and parameters which maximizes the likelihood of the observed data (alignment)

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3
Q

define: probability

A

predicted result based on the assumed model

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4
Q

define: likelihood

A

predict the model based on the observed set of results

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5
Q

what is the data for calculating maximum likelihood

A

MSA

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6
Q

what is the model of evolution used for calculating maximum likelihood

A

one of JC, K2P, GTR, etc.

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7
Q

how do you find the total likelihood that one sequence becomes another

A

take the product of the likelihoods of each column in the alignment

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8
Q

how do you incorporate trees as part of the ML model

A

if you have more than 3 sequences, each term in the likelihood calculation is expanded to incorporate tree topologies and branch lengths; the probability of base pair changes on a very short branch length is low

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9
Q

does maximum likelihood generate trees

A

no, it only compares them

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10
Q

what is the likelihood of a tree

A

the product of the site likelihoods

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11
Q

what are the strengths of maximum likelihood

A
  • it gives the correct tree given the model is correct
  • it has accurate branch lengths
  • it uses all data
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12
Q

what are the weakness of maximum likelihood

A
  • it is computationally intensive
  • it is inconsistent if the wrong model is chosen
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13
Q

what is the model of evolution in parsimony

A

the number of observed changes

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14
Q

what is long branch attraction

A

the phenomenon in which two taxa are placed together on a tree, not because they are closely related, but because they both have many mutations

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15
Q

what does maximum likelihood account for in terms of rates of evolution under the correct model

A

it accounts for varying rates of evolution across different branches

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16
Q

how do you pick the most appropriate model for maximum likelihood

A

as before, AIC or similar measures can pick the ‘best’ model to use; choose the model with the lowest AIC

17
Q

what does Bayesian maximize

A

the chance of seeing the tree given the data

18
Q

what is the Bayesian framework for likelihood models

A

P(Tree | Data)

19
Q

what are pipelines

A

combination of multiple software/tools into a single workflow