MS01 - NEUR-1 Suzanne M. Scharer Room (#3146) in The Ohio Union
Mathematical Ophthalmology
Monday, July 17 at 10:30am
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Organizers:
Paul A. Roberts, Jessica Crawshaw
Description:
Mathematical Ophthalmology concerns the use of mechanistic mathematical models to derive insight into the mechanisms underpinning the structure and function of the eye in health, development and disease and to predict the effects of existing and putative treatments. It is an exciting time in Mathematical Ophthalmology. Though a relatively small field, we are reaching a tipping point as the importance of quantitative tools in ophthalmology becomes more widely recognised and the number of those working in the field reaches a critical mass. Thus, we are now at a point where a significant body of substantive research has been built up and where we are gaining increasing recognition as a community. In this minisymposium, we will showcase research in the field to the broader Mathematical Biology community, and aim to build and strengthen connections and collaborations within the Mathematical Ophthalmology community. It is hoped that this session will also encourage other applied mathematicians to conduct research in this exciting area.
Paul A. Roberts
University of Birmingham (Centre for Systems Modelling and Quantitative Biomedicine)"Mathematical and Computational Ophthalmology: Coming of Age"
Brendan C. Fry
Metropolitan State University of Denver (Department of Mathematics and Statistics)"Modeling metabolic blood flow regulation and oxygenation in the human retinal microcirculation"
Julia Arciero
Indiana University - Purdue University Indianapolis (Mathematical Sciences)"Predicting the impact of capillary density on retinal vessel and tissue oxygenation using a theoretical model"
Remi Hernandez
University of Liverpool (Department of Cardiovascular and Metabolic Medicine)"Virtual populations of the retina to characterize hypoxia in wet AMD"
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