BIOL4250 · Biology
Morrissey College of Arts & Sciences
In molecular evolution, random events such as pointwise DNA mutations and chromosomal rearrangement events (inversion, reciprocal translocation) create genetic variation in a diploid population that undergoes selection of the fittest to survive. This course describes mathematical models, both deterministic and stochastic, that provide a theoretical foundation for understanding modern genetics. The types of questions we'll address include the following. In a large population, how do haplogype frequencies change both in the presence and absence of selection and restricted migration? What is linkage disequilibrium and how is it measured? In situations of a population bottleneck, caused for instance by limited environmental resources, what is the probability that a particular allele will become fixed in the population, and what is the expected time until fixation? What is the coalescent? In addition, some original research papers will be presented.
Course experience
Averages use the original five-point historical evaluation scale.
Organization
3.7 / 5
How well the course was organized
Challenge
4.8 / 5
How intellectually challenging students found it
Attendance
4.1 / 5
How necessary attendance was
Assignments
4.2 / 5
How helpful assignments were
Weekly effort
~5
hours per week
Estimated from the original workload response buckets. Individual sections may differ.
Instructor options
Ratings below reflect only recovered evaluations connected to this course.
Across time
Section-level results available in the recovered archive.
Spring 2025
1 sectionSpring 2024
1 sectionSpring 2023
1 sectionSpring 2022
1 sectionSpring 2020
1 section