Professor Qin (Tim) Sheng
 
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2006 SIAM Annual Meeting

MINISYMPOSIUM ON

Recent Trends in Splitting and Adaptive Methods for Differential Equations

Adaptive and splitting methods provide highly efficient and reliable ways to solve differential equations modeling numerous important phenomena from fundamental physics to manufacturing. While traditional analysis is extremely helpful in the study, new challenges emerge in many cases, especially when strong nonlinearities or singularities are involved. Novel theory and algorithmic developments, including asymptotically stable splitting operators, splitting adaptations and quantum geometric integrations, have become increasingly important in the post Sheng-Suzuki Theorem era.

This minisymposium will provide information at the cutting-edge of the literature. It will promote cross-disciplinary investigations at various levels. The invited speakers are internationally recognized leading experts in the study.

Organizers:  
Qin Sheng
Baylor University
Abdul M. Khaliq
Middle Tennessee State University

MS63 - Part I of II

Thursday, July 13

10:30 AM - 12:30 PM
Room:

10:30-10:55    Stability And Convergence Of The Adaptive Splitting Methods For Certain Singular Problems

Qin Sheng, Baylor University; Abdul M. Khaliq, Middle Tennessee State University

11:00-11:25    Splitting Methods For Linear Separable Partial Differential Equations And Beyond

Sergio Blanes, Universidad Politecnica de Valencia, Spain

11:30-11:55    Forward Time-Step Splitting Methods For Solving Physical Evolution Equations

Siu A. Chin, Texas A&M University

12:00-12:25    Description Of Light Focusing By A Lens Using Integral Solutions Of The Wave Propagation Equation

Shekhar Guha and Glen Gillen, U.S. Air Force Research Laboratory

 

Friday, July 14

MS94 - Part II of II

2:00 PM - 4:00 PM
Room:

2:00-2:25    Linearly Implicit LOD Methods For Reaction Diffusion Systems

Abdul M. Khaliq, Middle Tennessee State University; David A. Voss, Western Illinois University

2:30-2:55    Iterative Operator Splitting Methods As Effective Decomposition Methods For Multiphysics Problems: Theory And Application

Juergen Geiser, Humboldt University at Berlin, Germany

3:00-3:25    On Growth Factors Of The LU, Cholesky, And Modified Gram-Schmidt Factorizations In Splitting

Musheng Wei, East China Normal University, China

3:30-3:55    Higher-Order Operator Splitting Methods And Their Application In Quantum Computers

Andrew Sornborger, University of Georgia

 

 

2006 SIAM Annual Meeting Information

Registration Information (Please make your registration as early as possible before June 7, 2006)

Hotel Information (Please make your reservation as early as possible before June 7, 2006)

 

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