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A Finite-Volume Method for Nonlinear Nonlocal Equations with a Gradient Flow Structure
File(s)
Submitted.pdf (1.19 MB)
Accepted version
Author(s)
Carrillo, JA
Chertock, A
Huang, Y
Type
Journal Article
Date Issued
2015-01-01
Date Acceptance
2014-08-01
Citation
Communications in Computational Physics, 2015, 17 (1), pp.233-258
URI
DOI
ISSN
1991-7120
Publisher
Cambridge University Press/Global Science Press Ltd.
Start Page
233
End Page
258
Journal / Book Title
Communications in Computational Physics
Volume
17
Issue
1
Copyright Statement
© 2015 Global-Science Press. First published as José A. Carrillo, Alina Chertock and Yanghong Huang (2015). A Finite-Volume Method for Nonlinear Nonlocal Equations with a Gradient Flow Structure. Communications in Computational Physics, 17, pp 233-258. doi:10.4208/cicp.160214.010814a. Published by Global Science Press
License URL
Subjects
Science & Technology
Physical Sciences
Physics, Mathematical
Physics
Finite-volume method
gradient flow
nonlinear nonlocal equations
KELLER-SEGEL MODEL
HYPERBOLIC CONSERVATION-LAWS
STATIONARY STATES
GRANULAR MEDIA
DEGENERATE DIFFUSION
CRITICAL MASS
BLOW-UP
AGGREGATION
DYNAMICS
ASYMPTOTICS
Publication Status
Published