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  5. Iterative Random Forest Based High Performance Computing Methods Applied to Biological Systems and Human Health
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Iterative Random Forest Based High Performance Computing Methods Applied to Biological Systems and Human Health

Date Issued
May 1, 2022
Author(s)
Walker, Angelica M  
Advisor(s)
Daniel Jacobson
Additional Advisor(s)
David Kainer
Michela Taufer
Michael Langston
Permanent URI
https://trace.tennessee.edu/handle/20.500.14382/28430
Abstract

As technology improves, the field of biology has increasingly utilized high performance computing techniques to analyze big data and provide insights into biological systems. A reproducible, efficient, and effective method is required to analyze these large datasets of varying types into interpretable results. Iterative Random Forest (iRF) is an explainable supervised learner that makes few assumptions about the relationships between variables and is able to capture complex interactions that are common in biological systems. This forest based learner is the basis of iRF-Leave One Out Prediction (iRF-LOOP), an algorithm that uses a matrix of data to produce all-to-all predictive networks. This dissertation includes a validation of the improved performance of iRF over the industry standard of Random Forest, using synthetic and empirical data from various organisms. Additionally, this dissertation includes the use of iRF to create a predictive model of COVID-19 outcomes using environmental features at the county level in the U.S. This dissertation also includes a whole systems biology study in which an improved iRF-LOOP pre-processing pipeline Divide-Test-Integrate is used to produce new gene-to-gene predictive expression networks for a multiplex network study of the model organism Saccharomyces cerevisiae using seed genes of interest from Septoria musiva.

Subjects

Iterative Random Fore...

Explainable Artificia...

Network Prediction

Systems Biology

Disciplines
Artificial Intelligence and Robotics
Data Science
Degree
Doctor of Philosophy
Major
Data Science and Engineering
File(s)
Thumbnail Image
Name

Walker_Angelica_UT_Dissertation_FINAL.pdf

Size

17.06 MB

Format

Adobe PDF

Checksum (MD5)

d522f7844c014656f214a5d2331546b5


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