E. McKay Hyde

  • Program Years: 1999-2002
  • Academic Institution: California Institute of Technology
  • Field of Study: Applied and Computational Mathematics
  • Academic Advisor: Oscar Bruno
  • Practicum(s):
    Lawrence Livermore National Laboratory (2000)
  • Degree(s):
    Ph.D. Applied and Computational Mathematics, California Institute of Technology, 2003
    Honors B.A. Mathematics, University of Utah, 1997
    B.A. Physics, University of Utah, 1997

Current Status

  • Status: Managing Director, Goldman Sachs
  • Research Area: Efficient, High-Order Integral Equation Methods in Computational Electromagnetics and Acoustics
  • Publications

    E. M. Hyde and O. P. Bruno. "A fast, higher-order method for scattering by penetrable bodies in three dimensions." To appear in J. Comput. Phys.

    O. P. Bruno and E. M. Hyde. "An efficient, preconditioned, high-order solver for scattering by two-dimensional, inhomogeneous media." To appear in J. Comput. Phys.

    O. P. Bruno and E. M. Hyde. "Higher-order Fourier approximation in scattering by two-dimensional, inhomogeneous media." To appear in SIAM J. Numer. Anal.

    E. M. Hyde and O. P. Bruno. "A fast, high-order method for scattering by inhomogeneous media in three dimensions." Phys. B, 338:82 86, October 2003.

    E. M. Hyde. "The validity of a paraxial approximation in the simulation of laser-plasma interactions." Technical Report UCRL-JC-139805, Lawrence Livermore National Laboratory, August 2000.

    Awards

    W.P. Carey Award in Mathematics for outstanding doctoral dissertation, Caltech, 2003
    NSF Mathematical Science Postdoctoral Research Fellow, 2002-2005