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20182022
most citedMultiplicative norm convergence in Banach lattice -algebras

2 citations · 2 across the 11 of their papers we have counts for

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math.FA2022

Deferred statistical order convergence in Riesz spaces

Mehmet Küçükaslan, Abdullah Aydın

Some types of statistical convergence such as statistical order and deferred statistical convergences have been studied and investigated in Riesz spaces, recently. In this paper, w…

math.FA2022

Statistically unbounded p-convergence in lattice-normed Riesz spaces

Abdullah Aydın

The statistically unbounded -convergence is an abstraction of the statistical order, unbounded order, and -convergences. We investigate the concept of the statistically unbou…

math.FA2022

Statistical -convergence in lattice-normed Riesz spaces

Abdullah Aydın, Reha Yapalı, Erdal Korkmaz

A sequence in a lattice-normed space is statistical -convergent to if there exists a statistical -decreasing sequence $q\stpd 0$ with an index set…

math.FA2022

Multiplicative order compact operators between vector lattices and -algebras

Abdullah Aydın, Svetlana Gorokhova

In the present paper, we introduce and investigate the multiplicative order compact operators from vector lattices to -algebras. A linear operator from a vector lattice

math.FA2022

Multiplicative order continuous operators on Riesz algebras

Abdullah Aydın, Eduard Emelyanov, Svetlana Gorokhova

In this paper, we investigate operators on Riesz algebras, which are continuous with respect to multiplicative modifications of order convergence and relatively uniform convergence…

math.FA2021

Statistical convergence of nets on locally solid Riesz spaces

Fatih Temizsu, Abdullah Aydın

The statistical convergence is handled for sequences with the natural density, in general. In a recent paper, the statistical convergence for nets in Riesz spaces has been studied…