Add to ORKGWe obtain new A-properness results for demicontinuous, dissipative type mappings defined only on closed convex subsets of a Banach space X with uniformly convex dual and which satisfy a property called weakly inward. The method relies on a new property of the duality mapping in such spaces. New fixed point results are obtained by utilising a theory of fixed point index. 1
In this paper we present new fixed point theorems for inward and weakly inward type maps between Fre...
In this paper we present new fixed point theorems for inward and weakly inward type maps between Fre...
AbstractIt is shown that if the modulus ΓX of nearly uniform smoothness of a reflexive Banach space ...
We obtain new A-properness results for demicontinuous, dissipative type mappings defined only on clo...
We obtain new A-properness results for demicontinuous, dissipative type mappings defined only on clo...
AbstractIt is shown that a closed convex bounded subset of a Banach space is weakly compact if and o...
This thesis is devoted to the study of theories of fixed point index for generalized and weakly inwa...
AbstractS. Hu and Y. Sun [S. Hu, Y. Sun, Fixed point index for weakly inward mappings, J. Math. Anal...
It is shown that a closed convex bounded subset of a Banach space is weakly compact if and only if i...
This thesis is devoted to the study of theories of fixed point index for generalized and weakly inwa...
ABSTRACT. We use a coefficient to give fixed point theorems in the setting of Banach spaces with the...
Abstract. We prove a general result about the stability of the fixed point property in closed bounde...
In this paper, we derive a fixed-point theorem for self-mappings. That is, it is shown that every is...
We first present a generalization of ω⁎-Gâteaux differentiability theorems of Lipschitz mappings fro...
AbstractThe construction and convergence of an approximate solution to the initial value problem x′ ...
In this paper we present new fixed point theorems for inward and weakly inward type maps between Fre...
In this paper we present new fixed point theorems for inward and weakly inward type maps between Fre...
AbstractIt is shown that if the modulus ΓX of nearly uniform smoothness of a reflexive Banach space ...
We obtain new A-properness results for demicontinuous, dissipative type mappings defined only on clo...
We obtain new A-properness results for demicontinuous, dissipative type mappings defined only on clo...
AbstractIt is shown that a closed convex bounded subset of a Banach space is weakly compact if and o...
This thesis is devoted to the study of theories of fixed point index for generalized and weakly inwa...
AbstractS. Hu and Y. Sun [S. Hu, Y. Sun, Fixed point index for weakly inward mappings, J. Math. Anal...
It is shown that a closed convex bounded subset of a Banach space is weakly compact if and only if i...
This thesis is devoted to the study of theories of fixed point index for generalized and weakly inwa...
ABSTRACT. We use a coefficient to give fixed point theorems in the setting of Banach spaces with the...
Abstract. We prove a general result about the stability of the fixed point property in closed bounde...
In this paper, we derive a fixed-point theorem for self-mappings. That is, it is shown that every is...
We first present a generalization of ω⁎-Gâteaux differentiability theorems of Lipschitz mappings fro...
AbstractThe construction and convergence of an approximate solution to the initial value problem x′ ...
In this paper we present new fixed point theorems for inward and weakly inward type maps between Fre...
In this paper we present new fixed point theorems for inward and weakly inward type maps between Fre...
AbstractIt is shown that if the modulus ΓX of nearly uniform smoothness of a reflexive Banach space ...