1.
Dimensional splitting methods for exotic pricing
Paul Clifford, Mathematics Institute, University of Warick, United Kingdom
2.
Modified Jacobian Newton iterative method with embedded domain decomposition method
Juergen Geiser, Department of Mathematics, Humboldt-Universität zu Berlin, Germany
3.
TBA
Shekhar Guha, AFRL,
USA
4.
Dimension splitting for quasilinear parabolic equations
Eskil Hansen, Institut für Mathematik, Universität Innsbruck,
Austria
5.
Positive solutions of singular
initial value problems for integro-differential equations
Curtis Kunkel, Department of Mathematics and Statistics, University of Tennessee at Martin, Tennessee, USA
6.
Integrate matrix differential Riccati
equations whose solutions may have singularities
Ren-cang Li,
Department of Mathematics, University of Texas at Arlington, Texas, USA
7.
Orthogonal H-type and
C-type grid generations for 2-D twin deck bridges
Xiaobing Liu, Chaoqun Liu and Zhengqing
Chen, Department of Mathematics, University of Texas at Arlington, Texas, USA
8.
Green's functions for Laplace equation and some new infinite
product representations of elementary functions
Yuri Melnikov, Department of Mathematical Sciences, Middle Tennessee State University, Tennessee, USA
9.
A posteriori error estimation and HP-adaptivity for fourth-order equations
Peter Moore, Department of Mathematics, Southern Methodist University, Texas, USA
10.
Deflated Krylov methods for large systems of linear equations
Ron Morgan, Department of Mathematics, Baylor University, Texas, USA
11.
Restarting the Lanczos algorithm for large eigenvalue problems and linear equations
Dywayne Nicely, Department of Mathematics, Baylor University, Texas, USA
12.
On the superiority of the
WCS method for scalar conservation law as truncation errors, dissipation and
dispersion are concerned
Maria Oliveira, Hua Wei, Jianzhong Su, Chaoqun Liu, Department of Mathematics, University of Texas at Arlington, Texas, USA
13.
Splitting methods for nonautonomous evolution equations
Alexander Ostermann, Institut für Mathematik, Universität Innsbruck,
Austria
14.
A matrix analysis for the z-stretching finite difference methods for
interface problems
James Rogers, Department of Mathematics, Baylor University, Texas, USA
15.
Modified split shooting procedures
for solving optical wave quenching-collapsing problems
Qin Sheng, CASPER & Department of Mathematics, Baylor University, Texas, USA
16.
The left-definite spectral analysis of the fourth-order Legendre type
differential equations
Davut Tuncer, Department of Mathematics, Baylor University, Texas, USA