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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
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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 4 (December 2008)
Regular Articles
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Front propagation in infinite cylinders. I. A variational approach
C.B. Muratov and M. Novaga
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p.799-826 |
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Convergence of a time discretization for a class of non-Newtonian fluid flow
E. Emmrich
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p.827-843 |
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S-ROCK methods for stiff Ito SDEs
A. Abdulle and T. Li
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p.845-868 |
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Vanishing viscosity and the accumulation of vorticity on the boundary
J.P. Kelliher
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p.869-880 |
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Visibility of point clouds and exploratory path planning in unkown environments
Y. Landa and R. Tsai
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p.881-913 |
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Metrics defined by Bregman Divergences
P. Chen, Y. Chen, and M. Rao
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p.915-926 |
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Metrics defined by Bregman divergences: Part 2
P. Chen, Y. Chen, and M. Rao
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p.927-948 |
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A unified view on the rotational symmetry of equilibiria of nematic polymers,
dipolar nematic polymers, and polymers in higher dimensional space
H. Wang and P. Hoffman
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p.949-974 |
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Finite-dimensional description of the long-term dynamics for the 2D Doi-Hess
model for liquid crystalline polymers in shear flow
J. Vukadinovic
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p.975-993 |
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Gaussian beam methods for the Schrodinger equation in the semi-classical
regime: Lagrangian and Eulerian formulations
S. Jin, H. Wu, and X. Yang
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p.995-1020 |
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On/off-state design of semiconductor doping models
M. Burger, R. Pinnau, and M.-T. Wolfram
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p.1021-1041 |
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International and domestic trading and wealth distribution
B. During and G. Toscani
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p.1043-1058 |
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Finite volume schemes on Lorentzian manifolds
P. Amorim, P.G. LeFloch, and B. Okutmustur
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p.1059-1086 |
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Fast Communication
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Error estimate of force-based quasicontinuous method
P.B. Ming
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p.1087-1095 |
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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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