文摘
(Ep){鈭捨攗+u=0on惟,u>0on惟,鈭倁鈭偽?upon鈭偽?We study the asymptotic behavior of least energy solutions to when the nonlinear exponent p gets large. Following the arguments of X. Ren and J.C. Wei , we show that the least energy solutions remain bounded uniformly in p, and it develops one peak on the boundary, the location of which is controlled by the Green function associated to the linear problem.