This paper provides uniform bounds on the asymptotic regularity for iterations associated to a finite family of nonexpansive mappings. We ob-tain our quantitative results in the setting of (r, δ)-convex spaces, a class of geodesic spaces which generalizes metric spaces with a convex geodesic bicombing. MSC: 47J25; 47H09; 53C23; 03F10
Abstract. The paper studies the convergence of one convex sequence to a fixed point of nonexpansive ...
Abstract. We study one-step iteration process to approximate common fixed points of two nonexpansive...
ABSTRACT. We prove that an implicit iteration process with errors which is generated by a finite fam...
This paper provides uniform bounds on the asymptotic regularity for iterations associated to a fini...
In this paper we provide a unified treatment of some convex minimization problems, which allows for ...
In this paper we provide a unified treatment of some convex minimization problems, which allows for ...
ABSTRACT. We prove that an implicit iteration process with errors which is generated by a finite fam...
In this paper, we prove that a multi-step iteration process with errors for a finite family of asymp...
Abstract. Let E be a uniformly convex Banach space which satisfies Opial’s condition or its dual E ∗...
In this paper we obtain new effective results on the Halpern iterations of nonexpansive mappings usi...
In a previous paper, the first author derived an explicit quantitative version of a theorem due to B...
AbstractIn Numer. Funct. Anal. Optim. 22 (2001) 641–656, we obtained an effective quantitative analy...
Abstract. This paper establishes explicit quantitative bounds on the com-putation of approximate xed...
In [16] we obtained an effective quantitative analysis of a theorem due to Borwein, Reich and Shafri...
In this paper, we give some necessary and sufficient conditions for an implicit iteration process wi...
Abstract. The paper studies the convergence of one convex sequence to a fixed point of nonexpansive ...
Abstract. We study one-step iteration process to approximate common fixed points of two nonexpansive...
ABSTRACT. We prove that an implicit iteration process with errors which is generated by a finite fam...
This paper provides uniform bounds on the asymptotic regularity for iterations associated to a fini...
In this paper we provide a unified treatment of some convex minimization problems, which allows for ...
In this paper we provide a unified treatment of some convex minimization problems, which allows for ...
ABSTRACT. We prove that an implicit iteration process with errors which is generated by a finite fam...
In this paper, we prove that a multi-step iteration process with errors for a finite family of asymp...
Abstract. Let E be a uniformly convex Banach space which satisfies Opial’s condition or its dual E ∗...
In this paper we obtain new effective results on the Halpern iterations of nonexpansive mappings usi...
In a previous paper, the first author derived an explicit quantitative version of a theorem due to B...
AbstractIn Numer. Funct. Anal. Optim. 22 (2001) 641–656, we obtained an effective quantitative analy...
Abstract. This paper establishes explicit quantitative bounds on the com-putation of approximate xed...
In [16] we obtained an effective quantitative analysis of a theorem due to Borwein, Reich and Shafri...
In this paper, we give some necessary and sufficient conditions for an implicit iteration process wi...
Abstract. The paper studies the convergence of one convex sequence to a fixed point of nonexpansive ...
Abstract. We study one-step iteration process to approximate common fixed points of two nonexpansive...
ABSTRACT. We prove that an implicit iteration process with errors which is generated by a finite fam...
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