Journals Communications in Mathematical Sciences Browse


Communications in
Mathematical Sciences

Editor: Shi Jin

ISSN: 1539-6746
Issues: 4/year
For price information see Price Lists

A leading applied mathematics journal, Communications in Mathematical Sciences features high-quality, original research articles, review and expository papers, and fast communications. This journal covers modern applied mathematics in modeling, applied and stochastic analyses and numerical computations on problems that arise in physical, biological, engineering and financial applications.

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Volume 7, Issue 1 (March 2009)

Regular Articles
 
   
Modeling shallow gravity-driven solid-fluid mixtures over arbitrary topography
I. Luca, Y.-C. Tai, and C.Y. Kuo
 
p.1-36   PDF
Stability and total variation estimates on general
scalar balance laws

R. Colombo, M. Mercier, and M. Rosini
 
p.37-65   PDF
Optimal local smoothing and analyticity rate estimates for the generalized Navier-Stokes equations
H. Dong and D. Li
 
p.67-80   PDF
Solving pdes in complex geometries
X. Li, J. Lowengrub, A. Ratz, and A. Voigt
 
p.81-107   PDF
A time domain algorithm for blind separation of convolutive sound mixtures and L1 constrainted minimization of cross correlations
J. Liu, J. Xin, Y. Qi, and F.-G. Zheng
 
p.109-128   PDF
Global solutions for the one dimensional water-bag model
M. Bostan and J.-A. Carillo
 
p.129-141   PDF
Fluid-dynamic model equations for a gas with slow reversible biomolecular reactions
M. Groppi, A. Rossani, and G. Spiga
 
p.143-163   PDF
Lagrange interpolation set along linear piecewise algebraic curves
R.-H. Wang and S.-F. Wang
 
p.165-174   PDF
On the degree properties of generalized random graphs
Y. Shi and H. Qian
 
p.175-187   PDF
Dispersion and uniform L1-stability estimates of the Vlasov-Poisson system in a half space
M. Chae, S.-Y. Ha, and H. Hwang
 
p.189-209   PDF
An optimal L1-minimization algorithm for stationary Hamilton-Jacobi equations
J.-L. Guermond and B. Popov
 
p.211-238   PDF
Fast Communication
 
   
Reliability of layered neural oscillator networks
K. Lin, E. Shea-Brown, and L.-S. Young
 
p.239-247   PDF


The hardcopy and electronic editions of Communications in Mathematical Sciences are protected by the copyright of International Press.