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摘要
This paper studies the multidimensional stability of planar traveling waves for integrodifference equations. It is proved that for a Gaussian dispersal kernel, if the traveling wave is exponentially orbitally stable in one space dimension, then the corresponding planar wave is stable in H-m(R-N), N %26gt;= 4, m %26gt;= [N/2] + 1, with the perturbation decaying at algebraic rate.
- 出版日期2013-5
- 单位清华大学
