MS05 - CDEV-1 Cartoon Room 2 (#3147) in The Ohio Union
Connecting mathematical models of pattern formation & organization at cell and/or tissue level with experimental results
Wednesday, July 19 at 10:30am
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Organizers:
Diana White
Description:
Mathematical modeling of cellular dynamics can often lead to emergent patterning and organization at the cell or tissue level, where these organizations can often provide insight into normal cell function, and certain pathologies. Here, we give a series of talks on modeling at the intracellular level (the cytoskeleton), the cell level (rod cells in the eye), and the tissue level (EMT in breast carcinoma cells/tissue patterning in drosophila), and describe how these models provide insight into cell/tissue level dynamics by comparing simulation results with experimental data.
Kelsey Gasior
University of Notre Dame (Department of Applied and Computational Mathematics and Statistics)"Understanding the influence of cell-cell contact and TGF-β signaling on the epithelial mesenchymal transition in MCF7 breast carcinoma cells"
Ginger Hunter
Clarkson University (Biology)"Investigating the rules of cell contact-mediated tissue patterning using the Drosophila peripheral nervous system"
Veronica Ciocanel
Duke University (Mathematics)"Modeling and data analysis for actin-myosin dynamics and organization"
Diana White
Clarkson University (Department of Mathematics)"Understanding the regulation of growth and shedding of disks in the rod cells of zebrafish"
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