摘要
The asymptotic behavior of periodic solutions to fractal nonlinear Burgers equation is considered and the initial data are allowed to be arbitrarily large.The exponential decay estimates of the solutions are obtained for the power of Laplacian α∈[1/2,1).
基金
Project supported by the National Natural Science Foundation of China (No. 11071162)
the Shanghai Jiao Tong University Innovation Fund for Postgraduates (No. WS3220507101)
