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Fax: 919.685.9360
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Interface Problems
A Working Group in Random Media
 

Group Leader: Tom Beale
Webmaster: Weigang Zhong

Password Protected Site (future)

Working Groups Dial-in & WebEx Instructions

Announcements

  • April 16th., Wednesday, 1:15pm - 3:15pm, NISS building, Room 203.  Jason Wilson will talk about An Algorithm for Generating Overlapping Grids and Partitions of Unity for Integrating on Implicitly Defined Curves and Surfaces.
  • April 2nd., Wednesday, 1:15pm - 3:15pm, NISS building, Room 203.  Dr. Zhonghua Qiao talked about A High Order Compact MAC Finite Difference Scheme for the Stokes Equations.

Meeting Activities

Date Topics & Readings Presentations/Papers
 Oct. 3  Introductions of the boundary integral method and level set method (I)  Tom Beale, Hongkai Zhao
 Oct. 10  Introductions of the level set method (II)  Hongkai Zhao
 Oct. 24  Immersed interface method (I)  Zhilin Li
 Oct. 31  Immersed interface method (II)  Zhilin Li
 Nov. 7  Kernel-free boundary integral method  Wenjun Ying
 Nov. 14  Grid-based particle method for moving interface problems  Hongkai Zhao paper
 Nov. 28  Discussion on possible open problems, organizing meeting of Spring 08
 Jan. 16  Discussion on plans for the semester and some open problems  Zhilin Li
 Jan. 30  Problems with incompressible interfaces  John Lowengrub paper(1) (2)
 Feb. 20  Fluid mixed model of tissue deformations  Qunlei Jiang
 Feb. 27  Grid-based particle method  Shing-Yu Leung
 Mar. 12  Modified bilinear interpolation and FEM for an elliptic interface problem  Tom Beale, Hui Xie
 Apr. 2  A High Order Compact MAC Finite Difference Scheme for the Stokes  Equations: Augmented Variable Approach  Zhonghua Qiao
 Apr. 16  An Algorithm for Generating Overlapping Grids and Partitions of Unity for
 Integrating on Implicitly Defined Curves and Surfaces
 Jason Wilson
 Apr. 30  Anita Layton

Group Members

Name Affiliation Email Address
J. Thomas Beale Duke University beale"at"math.duke.edu
Lisa Fauci Tulane University fauci"at"tulane.edu
Jingfang Huang Univ. of North Carolina-Chapel Hill huang"at"amath.unc.edu
Kazufumi Ito N.C. State University kito"at"math.ncsu.edu
Qunlei Jiang N.C. State University qjiang2"at"ncsu.edu
Shilpa Khatri New York University khatri"at"cims.nyu.edu
Anita Layton Duke University alayton"at"math.duke.edu
Shingyu Leung Univ. of California-Irvine syleung"at"math.uci.edu
Shengtai Li Los Alamos National Laboratory sli"at"lanl.gov
Xiaofan Li Illinois Institute of Technology lix"at"iit.edu
Zhilin Li N.C. State University zhilin"at"math.ncsu.edu
Jian-Guo Liu Duke University jliu"at"math.duke.edu
John Lowengrub Univ. of California-Irvine lowengrb"at"math.uci.edu
Zhonghua Qiao N.C. State University zqiao"at"ncsu.edu
John Strain Univ. of California-Berkeley strain"at"math.berkeley.edu
Jason Wilson Duke University jwilson"at"math.duke.edu
Hui Xie N.C. State University hxie2"at"ncsu.edu
Zhiliang Xu University of Notre Dame zxu2"at"nd.edu
Xingzhou Yang Tulane University xingzhou.yang"at"tulane.edu
Wenjun Ying Duke University ying"at"math.duke.edu
Qin Zhang N.C. State University qzhang5"at"ncsu.edu
Jianying Zhang Western Washington University Jianying.Zhang"at"wwu.edu
Hongkai Zhao Univ. of California-Irvine zhao"at"math.uci.edu
Weigang Zhong SAMSI / N.C. State University wzhong"at"samsi.info
Luoding Zhu Indiana University-Purdue University Indianapolis lzhu"at"math.iupui.edu

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