Schedule

I will update this page before every class with the links to in-class materials and assignments. To view the planned schedule of course activities, view the class calendar using the button below.

Week 1 (Jan 17, 19)

  • Lecture 1: Introduction to Molecular Phylogenetics [slides]
  • Lecture 2: Trees and characters [notes]
    • Assignment 1 is due.
    • Reading: Allman and Rhodes (2016). Chapter 2: Combinatorics of Trees I.
    • Discussion: Baum et al. (2005). The Tree-Thinking Challenge. Science 310: 979-980.

Week 2 (Jan 24, 26)

  • Lecture 3: Homology and Sequence Alignment [notes]
  • Computer Lab 1: Introduction to Unix/Multiple Sequence Alignment (MSA).

Week 3 (Jan 31, Feb 2)

  • Lecture 4: Parsimony and cladistics. Optimality criteria and character optimization.
    • Reading: Allman and Rhodes (2016). Chapter 3: Parsimony. [notes]
  • Lecture 5: Searching tree space. Measures of character fit. Assessing clade support.
    • Reading: Allman and Rhodes (2016). Chapter 9: Tree Space. [notes]
    • Discussion: Baron et al. (2017). A new hypothesis of dinosaur relationships and early dinosaur evolution. Nature 543: 501-506. See also News & Views, Langer et al. communication, and Baron et al. reply.

Week 4 (Feb 7, 9)

  • Computer Lab 2: Multiple Sequence Alignment and Parsimony analysis.
    • You may want to install Mafft, PAUP*, and TNT on your computer [links]. However, we will use HPC-class cluster for the excercises.
    • Assignment 3 (due 02/16)
  • Lecture 6: Distance matrix methods. Clustering algorithms. [notes]
    • Reading: Allman and Rhodes (2016). Chapter 5: Distance Methods.

Week 5 (Feb 14, 16)

  • Lecture 7: NJ algorithm; Model-based distances. [notes]
    • Reading: (Optional!) Allman and Rhodes (2016). Chapter 6: Probabilistic Models of DNA Mutations.
    • Discussion: Naxerova et al. (2017). Origins of lymphatic and distant metastases in human colorectal cancer. Science 357, 55-60.
  • Computer Lab 3: Distance analysis with PAUP, PHYLIP, and FastME.

Week 6 (Feb 21, 23)

  • Lecture 8: Introduction to Maximum Likelihood. [notes]
    • Reading: Allman and Rhodes (2016). Chapter 8: Maximum Likelihood.
  • Lecture 9: Constructing Phylogenetic Trees Using Maximum Likelihood. [notes]
    • Discussion: Basem Al-Shayeb et al. (2020). Clades of huge phages from across Earth’s ecosystems. Nature 578, 425–431. If you want to brush up your knowledge on bacteriophages, here is a nice review from the same issue of Nature.

Week 7 (Feb 28, Mar 2)

  • Computer Lab 4: Likelihood analysis in RAxML and IQ-Tree.
  • Lecture 10: Bayes’ theorem and Bayesian methods in phylogenetics. [notes]
    • Reading: Allman and Rhodes (2016). Chapter 12: Bayesian Inference.

Week 8 (Mar 7, 9)

Spring Break! (Mar 14, 16)

Week 9 (Mar 21, 23)

  • Lecture 12: Model selection and model averaging in Likelihood and Bayesian methods [notes].
    • Reading: Posada & Buckley (2004). Model Selection and Model Averaging in Phylogenetics: Advantages of Akaike Information Criterion and Bayesian Approaches Over Likelihood Ratio Tests. Systematic Biology 53: 793–808.
    • Alternative (simpler) reading: Kelchner & Thomas (2007). Model use in phylogenetics: nine key questions. TREE 22: 87-94
    • Discussion: Abadi et al. 2019. Model selection may not be a mandatory step for phylogeny reconstruction. Nature Communications 10:934
    • There is a critique in BioRxiv if you are interested.
    • Remember to post at least one comment question in the reading-discussion channel on Slack!
  • Lecture 13: * Midterm exam review and final project discussion
    • Be ready to present your final project outline. Include hypotheses, data, and proposed methods for the project. In addition, create a GitHub repository for the final project and send me the link.

❗ Midterm exam ❗

  • Exam will open on Mar 23, after the class. Will cover weeks 1-8
  • Exam will close on Mar 28 before the class.
  • You will have one 3hr window to complete the exam.

Week 10 (Mar 28, 30)

Week 11 (Apr 4, 6)

Week 12 (Apr 11, 13)

Week 13 (Apr 18, 20)

  • Lecture 18: Phylogenetic comparative methods [notes].
  • Computer Lab 8: BayesTraits.
    • Introductory reading: Pagel and Meade (2006). Bayesian Analysis of Correlated Evolution of Discrete Characters by Reversible-Jump Markov Chain Monte Carlo. Am. Nat. 167:808-825.
    • Final project draft due: share your GitHub/GitLab address with two assigned reviewers. Perform the kind of positive, constructive review you would like to get on your own draft. Prepare your reviews by 4/25.

Week 14 (Apr 25, 27)

Week 15 (May 2, 4): Final presentations

[Scoring rubric]

  • 05/02: 9:00-10:45am
    • Momin
    • Cavannah
    • Mahsa
  • 05/04: 9:00-10:45am
    • Jordan
    • Dani
    • Alex


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