AbstractThis paper is concerned with the existence and uniqueness of positive fixed points for nonlinear decreasing operators with sublinear perturbation operators in ordered Banach spaces. A new fixed-point theorem, without the assumption of compactness and continuity of operators, is established, and an iterative sequence yielding the fixed point is also given. In addition, an application to nonlinear integral equations is shown
In this work, we mainly improve the results in Amini-Harandi and Emami (2010). By introducing a new ...
We study Fréchet differentiable stable operators in real Banach spaces. We present the theory of li...
AbstractThis paper is concerned with α-convex operators on ordered Banach spaces. A surjection theor...
AbstractThis paper is concerned with the existence and uniqueness of positive fixed points for nonli...
AbstractIn this paper, we consider some decreasing operators in ordered Banach spaces. We study the ...
In this article, we establish a new fixed point theorem for nonlinear operators with superlinear p...
The existence of maximal and minimal fixed points for various set-valued operators is discussed. Thi...
AbstractWe generalize the fixed-point theorem of Leggett-Williams, which is a theorem giving conditi...
We prove constructively existence and uniqueness of a continuous fixed-point for a class of decreasi...
In this paper, using fixed-point index theory and approximation techniques, we consider the existenc...
AbstractIn this paper, we obtain some new and general existence and uniqueness theorems of positive ...
We study the existence and uniqueness of positive solution for a class of nonlinear binary operator ...
AbstractWe introduce a class of Banach algebras satisfying certain sequential condition (P) and we p...
The fixed point theorem of cone expansion and compression of norm type for a strict set contraction ...
AbstractThis paper is concerned with an operator equation on ordered Banach spaces. The existence an...
In this work, we mainly improve the results in Amini-Harandi and Emami (2010). By introducing a new ...
We study Fréchet differentiable stable operators in real Banach spaces. We present the theory of li...
AbstractThis paper is concerned with α-convex operators on ordered Banach spaces. A surjection theor...
AbstractThis paper is concerned with the existence and uniqueness of positive fixed points for nonli...
AbstractIn this paper, we consider some decreasing operators in ordered Banach spaces. We study the ...
In this article, we establish a new fixed point theorem for nonlinear operators with superlinear p...
The existence of maximal and minimal fixed points for various set-valued operators is discussed. Thi...
AbstractWe generalize the fixed-point theorem of Leggett-Williams, which is a theorem giving conditi...
We prove constructively existence and uniqueness of a continuous fixed-point for a class of decreasi...
In this paper, using fixed-point index theory and approximation techniques, we consider the existenc...
AbstractIn this paper, we obtain some new and general existence and uniqueness theorems of positive ...
We study the existence and uniqueness of positive solution for a class of nonlinear binary operator ...
AbstractWe introduce a class of Banach algebras satisfying certain sequential condition (P) and we p...
The fixed point theorem of cone expansion and compression of norm type for a strict set contraction ...
AbstractThis paper is concerned with an operator equation on ordered Banach spaces. The existence an...
In this work, we mainly improve the results in Amini-Harandi and Emami (2010). By introducing a new ...
We study Fréchet differentiable stable operators in real Banach spaces. We present the theory of li...
AbstractThis paper is concerned with α-convex operators on ordered Banach spaces. A surjection theor...
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