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Journals
Communications in Mathematical Sciences
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Communications in
Mathematical Sciences
Editor: Shi Jin
ISSN: 1539-6746
Issues: 4/year
Print Subscription Price: US$294.00 (shipping charges apply)
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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 6, Issue 1 (March 2008)
Regular Articles
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Asymptotic analysis of an advection-dominated chemotaxis model in multiple
spatial dimensions
M. Burger, Y. Dolak-Struss and C. Schmeiser
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p.1-28 |
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Shallow water viscous flows for arbitrary topography
M. Boutounet, L. Chupin, P. Noble and J.P. Vila
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p.29-55 |
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Stability of reconstruction schemes for scalar hyperbolic conservation laws
F. Lagoutiere
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p.57-70 |
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Exact artificial boundary conditions for quasilinear elliptic equations in unbounded domains
H. Han, Z. Huang and D. Yin
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p.71-82 |
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Global existence of weak solutions to the regularized Hookean dumbbell model
L. Zhang, H. Zhang and P. Zhang
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p.83-124 |
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A variational formulation for a level set representation of multiphase flow and area preserving curvature flow
S. Esedoglu and P. Smereka
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p.125-148 |
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Orbital stability of numerical periodic nonlinear Schrodinger equation
J.P. Borgna and D.F. Rial
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p.149-169 |
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Multicommodity flows on road networks
M. Herty, C. Kirchner, S. Moutari and M. Rascle
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p.171-187 |
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Breakdown of homogenization for the random Hamilton-Jacobi equations
W. E, J. Wehr and J. Xin
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p.189-197 |
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A fast algorithm for solving first-order PDEs by L1-minimization
J. Guermond, F. Marpeau and B. Popov
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p.199-216 |
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Avalanches in networks of weakly coupled phase-shifting rotators
A.Yu. Shahveridan and A.V. Apkarian
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p.217-234 |
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A Beale-Kato-Majda breakdown criterion for an Oldroyd-B fluid in the creeping
flow regime
R. Kupferman, C. Mangoubi and E. Titi
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p.235-256 |
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The hardcopy and electronic editions of Communications in Mathematical Sciences
are protected by the copyright of International Press.
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