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How we can extend the standard deviation notion with neutrosophic interval and quadruple neutrosophic numbers
ISSN: 2690 - 6805
Publisher: author
How we can extend the standard deviation notion with neutrosophic interval and quadruple neutrosophic numbers
Indexed in
Mathematics and Statistics
ARTICLE-FACTOR
1.3
Article Basics Score: 3
Article Transparency Score: 3
Article Operation Score: 2
Article Articles Score: 3
Article Accessibility Score: 3
SUBMIT PAPER ASK QUESTION
International Category Code (ICC):
ICC-1102
Publisher: International Journal Of Neutrosophic Science Broumi Said
International Journal Address (IAA):
IAA.ZONE/269049906805
eISSN
:
2690 - 6805
VALID
ISSN Validator
Abstract
During scientific demonstrating of genuine specialized framework we can meet any sort and rate model vulnerability. Its reasons can be incognizance of modelers or information mistake. In this way, characterization of vulnerabilities, as for their sources, recognizes aleatory and epistemic ones. The aleatory vulnerability is an inalienable information variety related with the researched framework or its condition. Epistemic one is a vulnerability that is because of an absence of information on amounts or procedures of the framework or the earth [7]. Right now, we examine fourfold neutrosophic numbers and their potential application for practical displaying of physical frameworks, particularly in the unwavering quality evaluation of engineering structures. Contribution: we propose to extend the notion of standard deviation to by using symbolic quadruple operator.
