# 2014

## Approximation by Bézier variant of the Baskakov-Kantorovich operators in the case 0<α<1

Abstract The present paper deals with the approximation of Bezier variants of Baskakov-Kantorovich operators $$V_{n,\alpha}^{\ast}$$ in the case $$0<\alpha<1$$. Pointwise…

## On an approximation process of integral type

Abstract In this paper we study a class of integral type positive linear operators depending on a parameter $$\beta,0\leq\beta<1$$. Approximation…

## Some fixed point theorems in terms of two measures of noncompactness

AbstractIn this paper several fixed point theorems of Sadovskii type are obtained for operators on spaces endowed with two norms…

## Implicit first order differential systems with nonlocal conditions

AbstractThe present paper is devoted to the existence of solutions for implicit first order differential systems with nonlocal conditions expressed…

## On the continuation method and the nonlinear alternative for Caristi-type non-self-mappings

AbstractIn this note we survey some continuation fixed point theorems for Caristi-type non-self-mappings on complete metric spaces. Two new results,…

## Multiple periodic solutions with prescribed minimal period to second-order Hamiltonian systems

AbstractA new variational method based on Ekeland’s principle is introduced for the existence, localization and multiplicity of periodic solutions of…

## Perov type results in gauge spaces and applications to integral systems on semi-axis

AbstractIn this paper we present Perov type fixed point theorems for con-tractive mappings in Gheorghiu’s sense on spaces endowed with…

## Nash-type equilibria and periodic solutions to nonvariational systems

AbstractThe paper deals with variational properties of fixed points for contraction-type operators. Undersuitable conditions, the unique xed point of a…

## Existence results for systems with coupled nonlocal conditions

AbstractIn this paper an existence theory is developed for first-order differential systems with coupled nonlocal conditions given by Stieltjes integrals.…

## The first Seiffert mean is strictly (G,A)-super-stabilizable

AbstractAuthorsKeywordsReferencesPDF(pdf file here) Cite this paper as:M.-C. Anisiu, V. Anisiu, The first Seiffert mean is strictly (G,A)-super-stabilizable, J. Ineq. Appl.,…