Joseph Newhall, PhD

About Joseph

Joe is a mathematician with an extensive knowledge in the theory of optimization. After completing his PhD research on the properties of locally convex topological vector spaces, Joe dedicated himself to teaching the next generation of aspiring mathematicians. Fortunately for us, Joe has once again felt the call to create new research and is working with Golgi on expanding the insights we can extract from multivariate omics data.

Select Publications

1. Newhall, J., & Goodrich, R. K. (2015). On the Density of Henig Efficient Points in Locally Convex Topological Vector Spaces. Journal of Optimization Theory and Applications, 165, 753-762.