论文标题
新类$（p; q）$ laplacian Systems的积极弱解决方案的存在和多样性
Existence and multiplicity of positive weak solutions for a new class of $(p; q)$-Laplacian systems
论文作者
论文摘要
该论文涉及新的$ \ left（p，q \ right）$ laplacian椭圆形系统中的较弱弱解决方案，通过次级求解解决方案的方法。特别是，我们不需要$γ\ left（0 \右），g \ left（0 \右），f \ left（0 \右）$和$ h \ left（0 \右）$的任何标志条件。此外，当$γ\ left（0 \ right）= g \ left（0 \右）= f \ left（0 \右）= h \ left（0 \ right）= 0时，获得多重结果。
The paper is concerned with the existence of positive weak solutions for a new class of $\left( p,q\right) $-Laplacian elliptic systems in a bounded domain by means of the method of sub-super solutions. Particularly, we do not need any sign conditions for $γ\left( 0\right), g\left( 0\right), f\left( 0\right) $ and $h\left(0\right) $. Moreover, a multiplicity result is obtained when $γ\left(0\right)=g\left( 0\right)=f\left( 0\right)=h\left( 0\right)=0.$ Finally, we give some examples to verify our main results.
