Chieh-Sen Huang
Chinese-version
huangcs@math.nsysu.edu.tw
Office address
Department of Applied Mathematics
National Sun Yet-sen University
Kaohsiung, Taiwan
Telephone: 886-7-5252000-3830
Fax: 886-7-5253809
My Resume(.ps)
EDUCATION
EXPERIENCE
PUBLICATIONS
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Joint with Jim Douglas, Jr. An accelerated domain decomposition
procedures based on Robin transmission conditions. BIT, 37 Numerical
Mathematics, pp. 678-686, 1997.
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Joint with Jim Douglas, Jr. Accelerated domain decomposition
iterative procedures for mixed methods based on Robin transmission conditions.
Calcolo, 35 (1998) 131--147.
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Joint with Jim Douglas, Jr., Felipe Pereira. The modified
method of characteristics with adjusted advection for an immiscible displacement
problem. In ``Advances in Computational Mathematics", Lecture
Notes in Pure and Applied Mathematics, vol. 202, Marcel Dekker, Inc., New
York-Basel-Hong Kong, 1999, pages 53-73. Z. Chen, Y. Li, C. A. Micchelli,
and Y. Xu, eds..
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Joint with Jim Douglas, Jr., Felipe Pereira. The modified
method of characteristics with adjusted advection. Numer. Math., 83 (1999)
, page 353--369.
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Jointed with K.L. Teo, and S. Wang. Solving
Hamilton-Jacobi-Bellman
equations by a Modified Method of Characteristics.
To appear in Nonlinear Analysis, Theory, Methods & Applications.
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Convergence analysis of
a mass-conserving approximation of immiscible
displacement by a modified method of characteristics with adjusted
advection. To appear in Computational Geosciences.
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Jointed with Anna M. Spagnuolo. Approximation
of Contaminant Transport in Porous Media by a Modified Method
of Characteristics with Adjusted Advection. To appear in Computational
Geosciences.
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Jointed with Anna M. Spagnuolo.
Implementation and Computation of the
Locally Conservative Eulerian-Lagrangian Method
Applied to Nuclear Contaminant Transport. To appear in Lecture Notes in Physics, 2000.
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Jointed with Jim Douglas, Jr and Anna M. Spagnuolo.
Fractally Fractured Porous Media and Nuclear Contamination.
In preparation.
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Jointed with Jim Douglas, Jr.
A convergence proof for an application of a locally conservative
Eulerian-Lagrangian method.
In preparation.
RESEARCH INTERESTS
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Fluid flow in fractured porous media.
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Parallel computing ( MPI ,
Pthread).
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Domain decomposition methods.
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Numerical analysis of partial differential equations.
Courses offered Fall 1998
Linear Algebra
Calculus
Courses offered Summer 1999
Numerical Analysis
Courses offered Fall 1999
Graduate Numerical Analysis
Calculus
Courses offered Fall 2000
Finite element methods
Courses offered Fall 2001
Graduate Numerical Analysis
Introduction to computers
Courses offered Srping 2002
Parallel Computing
Programming Language
Courses offered Fall 2002
Calculus
Introduction to computers
Finite difference analysis