Dr. Lawrence holds a PhD in Applied Mathematics where, during his Postdoctoral research, he focused on developing the linearization of matrix polynomials. As such Dr. Lawrence has made several breakthrough discoveries that significantly generalize and simplify a stability analysis. Furthermore, he has developed methods for the stable computation of the roots of polynomial equations expressed in Hermite and Lagrange bases, as well as for barycentric rational interpolants.
Doctor of Philosophy (Ph.D.), Applied Mathematics
Bachelor of Science (B.S.), Mathematics