Communications in Mathematical Sciences publishes, in a timely fashion, high quality original research articles, review and expository papers, and fast communications on mathematical modelings, applied and stochastic analyses and numerical computations on problems that arise in physical, biological, engineering and financial applications.
Volume 7, Number 3
Publication Date: September 2009
Regular Articles
Linear dispersive decay estimates for vortex sheets with surface tension
Daniel Spirn and J. Douglas Wright; 521-547
Sharp contrast in nonlocal inequality and its applications to nonlocal Schrödinger equation with harmonic potential
Jianqing Chen, Boling Guo and Yongqian Han; 549-570
Linear and nonlinear exponential stability of traveling waves for hyperbolic systems with relaxation
Tong Li and Yaping Wu; 571-593
A reversible multiscale integration method
Gil Ariel, Bjorn Engquist and Richard Tsai; 595-610
Multiplicity of singular values for tensors
K.C. Chang and Tan Zhang; 611-625
On the formation of shocks to the compressible Euler equations
Dongho Chae and Seung-Yeal Ha; 627-634
An adaptable discontinuous Galerkin scheme for the Wigner-Fokker-Planck equation
Irene Gamba, Maria Pia Gualdani and Richard W. Sharp; 635-664
Exact series reconstruction in photoacoustic tomography with circular integrating detectors
Gerhard Zangerl, Otmar Scherzer and Markus Haltmeier ; 665-678
On the derivation of the Khokhlov-Zabolotskaya-Kuznetsov (KZK) equation and validation of the KZK-approximation for viscous and non-viscous thermo-elastic media
Anna Rozanova-Pierrat; 679-718
A discrete network approximation for effective conductivity of non-Ohmic high-contrast composites
Alexei Novikov; 719-740
A new median formula with applications to PDE based denoising
Yingying Li and Stanley Osher; 741-753
Fast algorithm for extracting the diagonal of the inverse matrix with application to the electronic structure analysis of metallic systems
Lin Lin, Jianfeng Lu, Lexing Ying, Roberto Car and Weinan E; 755-777
Fast Communications
Rigorous derivation of the X-Z semigeostrophic equations
Yann Brenier and Mike Cullen; 779-784
Communications in Mathematical Sciences
