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This article discusses the concepts and operations of interval valued neutrosophic matrix theory and proposes a newly improved method of IVN matrix composition, applied in medical diagnosis to solve
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How to fill out neutrosophic sets and systems

01
Determine the problem or area of application where neutrosophic sets will be utilized.
02
Identify the basic components of the neutrosophic set: truth, indeterminacy, and falsehood membership functions.
03
Define the universe of discourse for your neutrosophic set, outlining all possible elements.
04
Assign truth, indeterminacy, and falsehood values to each element of the universe based on the specific characteristics or criteria.
05
Use appropriate mathematical operations for neutrosophic sets to analyze and process the data.
06
Interpret the results to make informed decisions or conclusions based on the neutrosophic analysis.

Who needs neutrosophic sets and systems?

01
Researchers in fields such as artificial intelligence, decision-making, and data analysis.
02
Engineers and scientists working on complex systems that involve uncertainty and ambiguity.
03
Mathematicians and statisticians looking for advanced methods to represent vague data.
04
Professionals in social sciences aiming to model human behavior and preferences.
05
Businesses and organizations needing to evaluate uncertain or incomplete information for decision-making.
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Neutrosophic sets and systems are a mathematical framework that deals with the concept of uncertainty and indeterminacy. They extend classical logic by allowing for the representation of varying degrees of truth, falsehood, and indeterminacy.
Individuals or organizations engaged in fields that require the analysis of uncertain or indeterminate data, such as decision-making, artificial intelligence, and data analysis may be required to implement neutrosophic sets and systems.
To fill out neutrosophic sets and systems, one must define the elements involved, assign truth degrees, falsehood degrees, and indeterminacy degrees to each element, and then compile the information in accordance with the required mathematical representation.
The purpose of neutrosophic sets and systems is to provide a more comprehensive model for dealing with real-world problems that involve uncertainty, ambiguity, and vagueness, thereby supporting better decision-making processes.
Information to be reported on neutrosophic sets and systems includes the defined sets, the assigned degrees of truth, falsehood, and indeterminacy for each element, as well as any relevant interpretation or analysis derived from this data.
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