Ø Department of Mathematics, South Carolina University(Oct.
30 2008)
Shape Optimization for Elliptic Eigenvalue Problem
Ø National Center for Theoretical Sciences, Mathematics Division, Taipei(Aug.
2008)
Cell Cycle Control at the First Restriction Point and its Effect on Tissue Growth
Ø SIAM Annual Meeting: San Diego, CA(Jul.
2008)
Legendre-Transform-Based Fast Sweeping Methods for Static Hamilton-Jacobi Equations
Region-Scalable Active Contour Model for Image Segmentation
Ø SAMSI Workshop on Random Media Transition(Mar.
2008)
Shape Optimization for Elliptic Eigenvalue Problems
Ø MCIAM Conference, Kellogg Center, Michigan State University(Mar.
2008)
Shape Optimization for Elliptic Eigenvalue Problems
Ø SIAM Conference Analysis of Partial Differential Equations, Hilton Phoenix East/Mesa Mesa, Arizona(Dec.
10-12 2007)
Maximization of the Quality Factor of an Optical Resonator
Ø Weely Seminar, School of Computational Science, Florida State University(Oct.
23 2007)
Region Scalable Fitting Energy for Image Segmentation
Ø Weelky Seminar, Center for Imaging Science, John Hopkins(Sep.
25 2007)
Region Scalable Fitting Energy for Image Segmentation
Ø 6th International Congress on Industrial and Applied Mathematics(July.
2007)
Inverse Problems Involving Shapes
Ø Proceeding of IEEE Computer Society Conference on Computer Vision adn Pattern Recognition, Minneapolis(June.
2007)
Implicit Active Contour/Surfaces Driven by Local Binary Fitting Energy by Chunming Li, Chiu-Yen Kao, and Zhaohua Ding
Ø Conference on Computational and Mathematical Aspects of Materials and Fluids, Iowa State University(Apr.
2007)
Shape Optimization for Eigenvalue Problems with Applications in Photonic Crystals and Vibrating Systems
Ø Conference on Sweeping Methods, Rice University(Apr.
2007)
Lax-Friedrichs Fast Sweeping Method & Sweeping Schemes for Visibility Function
Ø Research Seminar: National Taiwan University(Dec.
2006)
Implicit Active Contour/Surfaces Friven by Local Binary Fitting Energy
Ø Numerical Methods for Degenerate Elliptic Equations and Applications: BIRS, Canada(Dec.
2006)
An Adaptive Spectral/DG Method for a Phase-Space Based Level Set Approach to Geometrical Optics on Curved Element
Ø Seminar: University of California, Irvine(Nov.
2006)
A Geometric Method of Automatic Extraction of Sulcal Fundi
Ø SIAM Annuel Meeting: Boston Massachusetts(Jul..
2006)
Fast Sweeping Methods for Static Hamilton-Jacobi Equations
Ø NCTS
International Workshop on Scientific Computing, National Taiwan University,
Taiwan (Jun.
30 2006)
A
Geometric Method for Automatic Extraction of Sulcal Fundi
Ø NCTS
International Workshop on Scientific Computing (tutorial week) , National
Taiwan University, Taiwan (Jun.
21 2006)
Inverse
Problems Involving Shapes
Ø 2006
IEEE Internation Symposium on Biomedical Imaging: From Nano to Macro,
Arlington, Virginia(Apr.
9 2006)
A
Geometric Method for Automatic Extraction of Sulcal Fundi
Ø University of
California, Los Angeles, Department of Mathematics (Feb.
28 2006)
A
Geometric Method for Automatic Extraction of Sulcal Fundi
Ø University of
Massachusetts at Amherst, Department of Mathematics and Statistics (Feb.
7 2006)
A
Geometric Method for Automatic Extraction of Sulcal Fundi
Ø University of
Colorado at Denver and Health Sciences Center, Department of Mathematical
Sciences (Jan.
30 2006)
A
Geometric Method for Automatic Extraction of Sulcal Fundi
Ø Southern Methodist
University, Department of Mathematics (Jan.
26 2006)
A
Geometric Method for Automatic Extraction of Sulcal Fundi
Ø Illinois Institute
of Technology, Applied Mathematics Department (Jan.
23 2006)
A
Geometric Method for Automatic Extraction of Sulcal Fundi
Ø University of
Central Florida, Department of Mathematics (Jan.
20 2006)
A
Geometric Method for Automatic Extraction of Sulcal Fundi
Ø University of Notre
Dame, Department of Mathematics (Jan.
17 2006)
A
Geometric Method for Automatic Extraction of Sulcal Fundi
Ø
University of
Illinois at Chicago, Department of Mathematics, Statistics, and Computer
Science (Jan.
13 2006)
A
Geometric Method for Automatic Extraction of Sulcal Fundi
Ø
Ohio
State University, Math Department (Jan.
9 2006)
A
Geometric Method for Automatic Extraction of Sulcal Fundi
Ø
Georgia Tech, Math Department
(Dec.
15 2005)
Sweeping
Methods for Static Hamilton-Jacobi Equations and its Applications
Ø National Taiwan
University, Math Department (Nov.
30 2005)
An
Overview of Inverse Problems and Optimization of the Quality Factor of An
Acoustic Resonator
Ø National Chiao Tung
University, Math Department (Nov.
29 2005)
An
Overview of Inverse Problems and Optimization of the Quality Factor of An
Acoustic Resonator
Ø SIAM Annual Meeting:
New Orleans (Jul.
2005)
Maximizing
Band Gaps in Two Dimensional Photonic Crystals by Using Level Set Methods
Ø Applied Mathematics
and Numerical Analysis Seminar, UMN Math Department
(Oct.
2004)
Fast
Sweeping Methods for Static Hamilton-Jacobi Equations
Ø SIAM Annual Meeting:
Portland (Jul.
2004)
Fast
Sweeping Methods for Static Hamilton-Jacobi Equations
Ø MURI
On-Site Meeting at Stanford
University (Feb.
2004)
Lax-Friedrich
Sweeping Methods for Static Hamilton-Jacobi Equations
Ø National Taiwan
University, Math Department (Dec.
30 2003)
Level
Set Methods and Hamilton-Jacobi Equations
Ø National Chiao Tung
University, Math Department (Dec.
25 2003)
Level
Set Methods and Hamilton-Jacobi Equations
Ø MURI
On-Site Meeting at Stanford
University (Jan.
2003)
Sweeping
Methods for Static Hamilton-Jacobi Equations
Ø Geometrically
Based Motions Reunion Conference
at Lake Arrowhead (Sept. 2002)
Sweeping
Methods for Static Hamilton-Jacobi Equations
Ø Industrial
Mathematics Modeling Workshop at
NCSU (Jul.
2002)
Recognizing
Sand Ripple Patterns from Side-scan Sonar Images
