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Position Summary A Mathematical Epidemiology/Infectious Disease Modeling position is available in the Mitreva Lab with the Division of Infectious Diseases, Department of Medicine and McDonnell
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doctoral degree in applied mathematics, physics, computer science, biomedical engineering, mathematical biology, computational systems biology, or related field. Demonstrated experience in at least one of
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Position Summary A postdoctoral position (Ph.D. or M.D./Ph.D.) is available in the laboratory of Dr. Sadaf Amin at WashU Medicine in St. Louis to investigate innate immune pathways in neurodegenerative diseases and brain aging. The Amin Lab studies the role of neuro-immune interactions in the...
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. Currently, a number of mathematical models exist to describe the onset and progression of Alzheimer’s Disease and the effects of anti-amyloid therapies on disease progression. The models are informed by a
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, Fisheries Science, Biology, Zoology, Biological Oceanography, Mathematics, Statistics, Computer Science, or related discipline Knowledge of modeling ecosystem and/or social network dynamics Strong
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bending and trafficking. We utilize a blend of mathematical modeling, genome-editing in human stem cells, and fluorescence microscopy. Our projects aim to elucidate the emergent architectures and modes
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Position Overview School / Campus / College: Evans School of Public Policy & Governance Organization: Evans School of Public Policy & Governance Title: Postdoctoral Scholar - Evans School Policy Analysis and Research Group (EPAR) Position Details Position Description The Daniel J. Evans School...
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, mathematical physics, particle theory, quantum field theory, quantum gravity and string theory. The base salary range for this position is $5705-$6525 per month, commensurate with experience and qualifications
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. Currently, a number of mathematical models exist to describe the onset and progression of Alzheimer’s Disease and the effects of anti-amyloid therapies on disease progression. The models are informed by a
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cytoskeleton in cellular membrane bending and trafficking. We utilize a blend of mathematical modeling, genome-editing in human stem cells, and fluorescence microscopy. Our projects aim to elucidate