This paper investigates 2-dimensional singular,quasilinear elliptic equations and gives some suffcient conditions ensuring the equations have infinitely many positive entire solutions. The super-subsolution method is ...This paper investigates 2-dimensional singular,quasilinear elliptic equations and gives some suffcient conditions ensuring the equations have infinitely many positive entire solutions. The super-subsolution method is used to prove the existence of such solutions.展开更多
We consider the N-dimensional singular p-Laplace systems and obtain some sufficient conditions which guarantee that the system has infinitely many radial positive entire asymptotic solutions.
文摘This paper investigates 2-dimensional singular,quasilinear elliptic equations and gives some suffcient conditions ensuring the equations have infinitely many positive entire solutions. The super-subsolution method is used to prove the existence of such solutions.
文摘We consider the N-dimensional singular p-Laplace systems and obtain some sufficient conditions which guarantee that the system has infinitely many radial positive entire asymptotic solutions.
