Bounded and large radially symmetric solutions for some (p,q)-Laplacian stationary systems

Abstract

This article concerns radially symmetric positive solutions of second-order quasilinear elliptic systems. In terms of the growth of the variable potential functions, we establish conditions such that the solutions are either bounded or blow up at infinity.

Keywords

• Radial positive solutions
• bounded solutions
• large solutions
• quasilinear elliptic systems