研究一类带非线性算子和梯度项的多参数k-Hessian系统Dirichlet问题,运用Krasnosel’skii-Precup不动点定理获得了该系统非平凡k-允许径向解的存在性。In this paper, we investigate the Dirichlet problem of a k-Hessian system with...研究一类带非线性算子和梯度项的多参数k-Hessian系统Dirichlet问题,运用Krasnosel’skii-Precup不动点定理获得了该系统非平凡k-允许径向解的存在性。In this paper, we investigate the Dirichlet problem of a k-Hessian system with a nonlinear operator and gradients. Several findings concerning the existence of k-admissible radial solutions are established via Krasnosel’skii-Precup fixed point theorem.展开更多
文摘研究一类带非线性算子和梯度项的多参数k-Hessian系统Dirichlet问题,运用Krasnosel’skii-Precup不动点定理获得了该系统非平凡k-允许径向解的存在性。In this paper, we investigate the Dirichlet problem of a k-Hessian system with a nonlinear operator and gradients. Several findings concerning the existence of k-admissible radial solutions are established via Krasnosel’skii-Precup fixed point theorem.
