Quasi-Density of Sets, Quasi-Statistical Convergence and the Matrix Summability Method

Quasi-Primitive Rings and Density Theory

The Study of the Convergence of University Governance and Quasi-Market Actions in Iran's Higher Education

In recent years, due to the emergence of new ideas such as the new public management approach, knowledge-based societies and economies, and globalization, the concepts of efficiency, effectiveness, and accountability in the public sector have attracted more attention to themselves. In this regard, Higher education in Iran has been influenced by the upstream documents, to shift its governance ap...

Wijsman Statistical Convergence of Double Sequences of Sets

In this paper, we study the concepts of Wijsman statistical convergence, Hausdorff statistical convergence and  Wijsman statistical Cauchy double sequences of sets and investigate the relationship between them.

From Well-Quasi-Ordered Sets to Better-Quasi-Ordered Sets

We consider conditions which force a well-quasi-ordered poset (wqo) to be betterquasi-ordered (bqo). In particular we obtain that if a poset P is wqo and the set Sω(P ) of strictly increasing sequences of elements of P is bqo under domination, then P is bqo. As a consequence, we get the same conclusion if Sω(P ) is replaced by J (P ), the collection of non-principal ideals of P , or by AM(P ), ...

Strong Convergence of the Iterations of Quasi $phi$-nonexpansive Mappings and its Applications in Banach Spaces

In this paper, we study the iterations of quasi $phi$-nonexpansive mappings and its applications in Banach spaces. At the first, we prove strong convergence of the sequence generated by the hybrid proximal point method to a common fixed point of a family of quasi $phi$-nonexpansive mappings.  Then, we give  applications of our main results in equilibrium problems.