Mountain pass lemma to a second order elliptic system without resonance
Pan Jian-dan · Journal of Fuyang Teachers College · 2010
With the use of variational method,the boundary value of a second order elliptic system without resonance is invastigated,noticing the eigenvalue problem of the Laplace operator,on each finite dimension,the existence of weak solution of the second order elliptic system without resonance by means of Mountain Pass Lemma is firstly proved.Based on it,the problem is proved.