Neutrosophic Bi-topological Group

Al-Hamido, Riad K.

doi:10.54216/ijns.170104

Cited by 4 publications

(4 citation statements)

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“…Cardona, Arango et al (2017) analysed the frequency distribution profile of the deceased, death rates per hundred thousand inhabitants, potential years of life lost, and excess mortality among those over 60. Hamido, Hamamoto et al (2021) used the chi-squared test and Mann-Whitney U test to investigate the characteristics of truck driver safety in an ageing society.…”

Section: Discussionmentioning

confidence: 99%

Analysis of Studies on Traffic Crashes Involving the Elderly:

Jin

et al. 2023

IRSPSD International

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Ageing is an inevitable trend of population development. It is vital to study the traffic safety of elderly populations. Although much literature has been produced about this issue, problems such as an inconsistent definition of the elderly and scattered research objectives still exist. This study uses crash data analysis to find the conclusions, limitations and development directions of this research by retrieving accident analysis studies of the elderly from 2015 to the present. This study reviews crash analysis methods and crash characteristics and crash-influencing factors among the elderly. Most of the current studies analysing traffic accidents in the elderly come from the United States, China and Korea. The literature typically defines the elderly as those above 60 or 65 years old. Common research methods include statistical and machine learning methods. Key factors influencing traffic safety among the elderly are factors related to crash victims, vehicles and the road environment. Future research directions are proposed to investigate the heterogeneity of elderly populations in greater depth.

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Section: Discussionmentioning

confidence: 99%

Analysis of Studies on Traffic Crashes Involving the Elderly:

Jin

et al. 2023

IRSPSD International

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“…Also, Sumathi et al in [18] defined the concept of "neutrosophic topological groups". After this study, R. Al-Hamido, in 2021, in [19] studied neutrosophic bi-topological groups, and investigate its basic properties. F. Smarandache in [20] in 2019, generalized "Algebraic Structures" to "NeutroAlgebraic Structures" (whose "axioms" and"operations" are (partially true, partially indeterminate, and partially falseg) ).…”

Section: Introductionmentioning

confidence: 99%

A New Neutrosophic Algebraic Structures

Al-Hamido¹

2022

JCCE

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A new approach of neutrosophic algebraic structure are discussed in the work, which will open the door in front of researchers to new research about neutrosophic algebraic structure. In this work, we define new neutrosophic groupoid (semigroup, monoid) and new neutrosophic subgroupoid(subsemigroup, submonoid) in a new way which is more natural than the previous versions and we discuss some properties of this new neutrosophic concepts. Also we discuss the relationship of new neutrosophic algebraic structures with other classical neutrosophic algebraic structure and prove some results. Finally, we introduced a new NeutroGroupoid and new NeutroSemiGroup.

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“…Neutrosophy, as a new kind of generalized logic that deals with indeterminacy in nature, reality, and the human mind, found its way into pure mathematics. A lot of neutrosophic algebraic structures were defined and studied in a wide range such as neutrosophic topological groups and sets [1,2], neutrosophic rings, neutrosophic graphs and homomorphisms [3,4], and neutrosophic vector spaces [5,6].…”

Section: Introductionmentioning

confidence: 99%

Solutions of Some Kandasamy–Smarandache Problems about Neutrosophic Complex Numbers and Group of Units’ Problem

Abobala

Hatip

Olgun

2022

Journal of Mathematics

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Neutrosophic complex numbers are a novel interesting generalization of classical complex numbers. This study aims to study the neutrosophic complex infinite rings, where we classify those rings as direct products by using classical complex field C . Also, this work introduces full solutions for 18 Kandasamy–Smarandache open problems concerning these structures, as well as the group of unit’s famous problem, where the group of units (invertible elements) of a neutrosophic complex ring will be classified as a direct product of two classical groups of units.

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Neutrosophic Bi-topological Group

Cited by 4 publications

References 0 publications

Analysis of Studies on Traffic Crashes Involving the Elderly:

Analysis of Studies on Traffic Crashes Involving the Elderly:

A New Neutrosophic Algebraic Structures

Solutions of Some Kandasamy–Smarandache Problems about Neutrosophic Complex Numbers and Group of Units’ Problem

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