Bio and CV

Here is Michael Holst's long-form Curriculum Vitae.

Here is a very short NSF-style 2-page CV.

A short bio is below.



Michael Holst

    Chancellor's Associates Endowed Chair VIII, UC San Diego, 2012-Present.
    Co-Director, Center for Computational Mathematics, UC San Diego, 2008-Present.
    Co-Director, Program in Computational Science, Mathematics, and Engineering, UC San Diego, 2007-Present.
    Professor, Department of Physics, UC San Diego, 2009-Present.
    Visiting Associate in Physics, Department of Physics, Caltech, 2002-2009.
    Professor, Department of Mathematics, UC San Diego, 2003-Present.
    Associate Professor, Department of Mathematics, UC San Diego, 2000-2003.
    Assistant Professor, Department of Mathematics, UC San Diego, 1998-2000.
    Assistant Professor, Department of Mathematics, UC Irvine, 1997-1998.
    von Karman Instructor, Applied Mathematics, Caltech, 1995-1997.
    Prize Postdoctoral Fellowship, Applied Mathematics, Caltech, 1993-1995.
    Ph.D., University of Illinois at Urbana-Champaign, 1993.
    M.S., University of Illinois at Urbana-Champaign, 1990.
    B.S., Colorado State University, 1987.

Office:

    5739 APM
    858-534-4899
    mholst@math.ucsd.edu

Short Bio:

    Professor Holst joined the UCSD Mathematics Department in Summer 1998,
    and also joined the UCSD Physics Department in Summer 2009.  Prior to 
    arriving at UCSD, he was an assistant professor of Mathematics at UC Irvine
    during 1997-1998, and from 1993-1997 he was a Prize Research Fellow and
    a von Karman Instructor of Applied Mathematics at the California Institute
    of Technology.  Professor Holst was a UCSD Hellman Fellow in 1999, and
    was the recipient of an NSF CAREER Award during the period 1999-2004 for
    his research in computational and applied mathematics.  He is currently PI,
    Co-PI, and/or on the steering committees for a number of interdisciplinary
    research projects and centers at UCSD and elsewhere, including:

      o The Mathematical and Computational Physics Research Group
            (MCP; http://ccom.ucsd.edu/~mholst/group/)
      o The Finite Element ToolKit
            (FETK; http://www.fetk.org/)
      o The Center for Computational Mathematics
            (CCoM; http://ccom.ucsd.edu/)
      o The Computational Science, Mathematics, and Engineering MS/PhD Program 
            (CSME; http://csme.ucsd.edu/)
      o The BioCircuits Institute
            (BCI; http://biocircuits.ucsd.edu/)
      o The National Biomedical Computation Resource
            (NBCR; http://nbcr.ucsd.edu/)
      o The Center for Theoretical Biological Physics
            (CTBP; http://ctbp.ucsd.edu/)
      o The La Jolla Interfaces in Science Program
            (LJIS; http://ljis.ucsd.edu/)
      o The Interfaces Graduate Training Program
            (http://interfaces.ucsd.edu/)
      o The Bioinformatics Ph.D. Program
            (http://bioinformatics.ucsd.edu/)

    Professor Holst's general research background and interests are in a broad
    area called computational and applied mathematics; his specific research
    areas are in adaptive numerical methods, finite element methods, geometric 
    partial differential equations (PDE), biophysics, and general relativity.
    His research projects center around developing mathematical techniques
    (theoretical techniques in PDE and approximation theory) and mathematical
    algorithms (numerical methods) for using computers to solve certain types
    of mathematical problems called nonlinear PDE.  These types of problems
    arise in nearly every area of science and engineering; this is just a
    reflection of the fact that physical systems that we try to manipulate
    (e.g., the flow of air over an airplane wing, or the chemical behavior
    of a drug molecule), or build (e.g., the wing itself, or a semiconductor),
    or simply study (such as the global climate, or the gravitational field
    around a black hole) are described mathematically by nonlinear PDE.  In
    simple cases, these problems can be simplified so that purely mathematical
    techniques can be used to solve them, but in most cases they can only be
    solved using sophisticated mathematical algorithms designed for use with
    computers.  Computational simulation of PDE is now critical to almost all
    of science and engineering; the mathematicians provide the mathematical
    tools and understanding so that scientists in physics, chemistry, biology,
    engineering, and other areas can confidently use the modern techniques of
    computational science in the pursuit of new understanding in their fields
    of study.  To learn more about Professor Holst's particular research
    program, please see his webpage:  http://ccom.ucsd.edu/~mholst/