Northwestern Events Calendar

Nov
20
2019

Statistics Seminar Series: A Bayesian Hidden Markov Model for Detecting Differentially Methylated Regions

When: Wednesday, November 20, 2019
11:00 AM - 12:00 PM  

Where: 2006 Sheridan Road, B02, Evanston, IL 60208 map it

Audience: Faculty/Staff - Student - Post Docs/Docs - Graduate Students

Contact: Kisa Kowal   847.491.3974

Group: Department of Statistics

Category: Academic

Description:

Department of Statistics Fall 2019 Seminar Series

Talk Title: A Bayesian Hidden Markov Model for Detecting Differentially Methylated Regions

Speaker: Tieming Ji - Assistant Professor, University of Missouri

Time: 11:00am

Abstract: Alterations in DNA methylation have been linked to the development and progression of many diseases. The bisulfite sequencing technique presents methylation profiles at base resolution. Count data on methylated and unmethylated reads provide information on the methylation level at each CpG site. As more bisulfite sequencing data become available, these data are increasingly needed to infer methylation aberrations in diseases. Automated and powerful algorithms also need to be developed to accurately identify differentially methylated regions between treatment groups. This study adopts a Bayesian approach using the hidden Markov model to account for inherent dependence in read count data. Given the expense of sequencing experiments, few replicates are available for each treatment group. A Bayesian approach that borrows information across an entire chromosome improves the reliability of statistical inferences. The proposed hidden Markov model considers location dependence among genomic loci by incorporating correlation structures as a function of genomic distance. An iterative algorithm based on expectation-maximization is designed for parameter estimation. Methylation states are inferred by identifying the optimal sequence of latent states from observations. Real datasets and simulation studies that mimic the real datasets are used to illustrate the reliability and success of the proposed method.

Location: Department of Statistics, Room B02, 2006 Sheridan Rd, Evanston 60208

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