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Stat 367
Statistical Models in Genetics
This course will be cotaught by
Ken Lange, a visiting professor from UCLA, and Chiara Sabatti.
The course will feature
statistical problems in genetics, with an emphasis on
association and linkage analysis of qualitative and quantitative traits
in human and experimental populations. The class will provide a broad outline of how statistical models help
addressing the fundamental questions in genetic research. We will pay
special attention to current research topics, illustrating the
challenges presented by genomic data obtained via high-throughput
technologies.
Students will be expected to have a good background in probability, statistics,
mathematical analysis, and linear algebra. Familiarity with a programming
language such as C, Fortran, Matlab, R, or Julia is required. Grades will
be based on homework.
Some lecture material will be drawn from the book Statistical and Mathematical
Methods for Genetic Analysis by Professor Lange. Relevant chapters and other reading material will be made available by the instructors.
Depending on time and interest we will cover a selection of the
following topics. As we move through the quarter entries will become
more precise, reflecting the material actually presented in class, and including references.
-
Introduction to Genetics, models and data
- Principles of Population Genetics.
- Lecture notes available on Coursework.
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Applied population genetics and Measures of Genetic Relationship
- Classical Polygenic Model
- MM Principle in Parameter Estimation
- Lecture notes available on Coursework.
- SVD and applications to Genotype Imputation
- Lecture notes available on Coursework.
- Recombination models and linkage analysis
- Association Testing
- Sequence analysis: alignments and word counts.
- Lecture notes available on Coursework.
- Multiple Comparisons in GWAS and genomic studies
- Weights: (1) , (2)
- Separate families of hypotheses: (a) (b)
- Selected families: (*)
- Meta-analysis and replicability: (*)
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