AbstractIn this paper, we discuss the existence of positive solutions to certain nonlinear elliptic systems representing competitive interaction with self-cross diffusions between two species. The method employed is the fixed point index theory in a positive cone. Sufficient conditions for the existence of positive solutions are provided
AbstractThis article considers the existence of positive solutions for various systems of four nonli...
Two species of animals are competing or cooperating in the same environment. Under what conditions d...
This paper deals with the existence, uniqueness and qualitative properties of nonnegative and nontr...
AbstractThis paper is concerned with a strongly-coupled elliptic system representing a competitivein...
AbstractThis paper deals with a coupled system of reaction-diffusion equations modeling the competit...
AbstractThis paper is concerned with a cooperative two-species Lotka–Volterra model. Using the fixed...
AbstractIn this paper, an n-species strongly coupled cooperating diffusive system is considered in a...
summary:Two species of animals are competing in the same environment. Under what conditions do they ...
AbstractThe global existence of non-negative weak solutions to a strongly coupled parabolic system a...
We study the reaction-diffusion system, its stationary solutions, the behavior of the system near t...
AbstractThis paper is concerned with the stability/instability of a class of positive spiky steady s...
AbstractIn this paper, we are mainly concerned with a cooperative system with a saturating interacti...
AbstractThis paper deals with a coupled system of reaction-diffusion equations modeling the competit...
AbstractThis paper discusses a prey–predator system with strongly coupled nonlinear diffusion terms....
AbstractThis paper is concerned with positive steady-state solutions of a coupled reaction-diffusion...
AbstractThis article considers the existence of positive solutions for various systems of four nonli...
Two species of animals are competing or cooperating in the same environment. Under what conditions d...
This paper deals with the existence, uniqueness and qualitative properties of nonnegative and nontr...
AbstractThis paper is concerned with a strongly-coupled elliptic system representing a competitivein...
AbstractThis paper deals with a coupled system of reaction-diffusion equations modeling the competit...
AbstractThis paper is concerned with a cooperative two-species Lotka–Volterra model. Using the fixed...
AbstractIn this paper, an n-species strongly coupled cooperating diffusive system is considered in a...
summary:Two species of animals are competing in the same environment. Under what conditions do they ...
AbstractThe global existence of non-negative weak solutions to a strongly coupled parabolic system a...
We study the reaction-diffusion system, its stationary solutions, the behavior of the system near t...
AbstractThis paper is concerned with the stability/instability of a class of positive spiky steady s...
AbstractIn this paper, we are mainly concerned with a cooperative system with a saturating interacti...
AbstractThis paper deals with a coupled system of reaction-diffusion equations modeling the competit...
AbstractThis paper discusses a prey–predator system with strongly coupled nonlinear diffusion terms....
AbstractThis paper is concerned with positive steady-state solutions of a coupled reaction-diffusion...
AbstractThis article considers the existence of positive solutions for various systems of four nonli...
Two species of animals are competing or cooperating in the same environment. Under what conditions d...
This paper deals with the existence, uniqueness and qualitative properties of nonnegative and nontr...
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