Hong Xiao
Home page:
http://www.math.ucdavis.edu/~xiaoh/
Position: Assistant Professor
Year joining UC Davis: 2002
Degree: Ph.D., 2001, Yale University
Refereed publications: Via
Math Reviews
Education
Tsinghua University, China, Computer Science and Technology, B.E., 1992
Rensselaer Polytechnic Institute, New York, Computer Science, M.S., 1995
Yale University, Connecticut, Computer Science, Ph.D., 2001
Collaborators
Z. Gimbutas (MadMaxOptics Inc.), V. Rokhlin (Yale), S. Wandzura (HRL Laboratories), N. Yarvin (MadMaxOptics, Inc.)
Advisor and Postgraduate-Scholar Sponsor V. Rokhlin (Yale)
Synergistic Activities
Lead faculty member of the Research Focus Group on Band-Limited methods and Fast Algorithms, sponsored by a National Science Foundation VIGRE grant at the Mathematics Department, University of California, Davis, 2005 - 2006.
Organized The Mini-Workshop on Band-Limited Functions, PSWFs and High Order Methods at the Institute of Pure and Applied Mathematics (IPAM) at University of California at Los Angeles (UCLA), November 2004.
Awards and Fellowships
- Fellow of the Institute of Pure and Applied Mathematics at UCLA, 2004
- Yale University Fellowship, 1995-1997
- NanTian Fellowship, Tsinghua University, 1991-1992
- Outstanding Student Award, Tsinghua University, 1989-1991
Selected Publications
- R. Sood and H. Xiao, Design of Low Interference Pulse Shapes for OFDM
Systems, First IEEE/CreateNet International Workshop on Ultrawideband
Wireless Networking, October, 2005.
- V. Rokhlin and H. Xiao, Approximate Formulae For Certain Prolate
Spheroidal Wave Functions Valid for Large Values of Both Order and Band-Limit,
Research Report YALEU/DCS/RR-1323, May 20, 2005.
- H. Xiao and V. Rokhlin, High-Frequency Asymptotic Expansions for
Certain Prolate Spheroidal Wave Functions, Journal of Fourier Analysis and
Applications, 9, p577-598, 2003.
- S. Wandzura and H. Xiao,
Symmetric Quadrature Rules on a Triangles, Computers and Mathematics with
Applications, 45, p1829-1840, 2003.
- H. Xiao, V. Rokhlin and N. Yarvin, Prolate Spheroidal Wave
Functions, Quadrature and Interpolation, Inverse Problems, 17,
p805-838, 2001.
Last updated: 2005/11/10
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