In this paper,we will use variational method to investigate the existence of positive solutions for the following fractional Laplace equation,which is involved with critical Sobolev exponent and has the type where 0<s<1,N>2s,?(?)RN is a bounded domain with smooth boundary,and f ? H-s(RN),f ? 0,? is a constant.2*(s)=2N/N-2s is the fractional Sobolev critical exponent.We prove that the equation exists two positive solutions when f and ?satisfy some assumptions. |