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Geometric Estimates of the First Eigenvalue of(p,q)-elliptic Quasilinear System Under Integral Curvature Condition
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作者 habibivosta kolaei mohammad javad AZAMI Shahroud 《Journal of Partial Differential Equations》 CSCD 2021年第4期348-368,共21页
Consider(M,g)as a complete,simply connected Riemannian manifold.The aim of this paper is to provide various geometric estimates in different cases for the first eigenvalue of(p,q)-elliptic quasilinear system in both D... Consider(M,g)as a complete,simply connected Riemannian manifold.The aim of this paper is to provide various geometric estimates in different cases for the first eigenvalue of(p,q)-elliptic quasilinear system in both Dirichlet and Neumann conditions on Riemannian manifold.In some cases we add integral curvature condition and maybe we prove some theorems under other conditions. 展开更多
关键词 EIGENVALUE (p q)-elliptic quasilinear system geometric estimate integral curvature
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