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Computational Fluid Dynamics for Coronary Diseases: Analysis of Different Murray's Law Based Boundary Conditions

About this Honors Thesis
Student Name:	Gao, Shuang
Date Uploaded:	08/28/2018
Research Field:	Applied Mathematics
Department:	Mathematics and Computer Science

Efficient, stable, and reliable solvers for the steady incompressible Navier-Stokes equations in computational hemodynamics.

About this Dissertation
Student Name:	Viguerie, Alexander
Date Uploaded:	04/04/2018
Research Field:	Applied Mathematics
Department:	Mathematics