Interval Valued Fermatean Neutrosophic for Analysis Risk Management of Practical Teaching Quality in University Art and Design Programs
Keywords:
Risk Management; Teaching Quality; University Art and Design Programs; MCDM Approach; Interval Valued Fermatean Neutrosophic.Abstract
The quality of practical teaching in university art and design programs is a crucial determinant
of students’ creative and professional development. However, various risks challenge the
effectiveness of these programs, ranging from outdated curricula to inadequate resources and
inconsistent evaluation methods. This paper explores a comprehensive risk management
framework to enhance the quality of practical teaching in art and design education. It examines
key factors such as faculty expertise, infrastructure, student engagement, and industry
collaboration. Through a structured risk analysis, universities can develop proactive strategies to
mitigate challenges, ensuring that students receive high-quality, relevant, and practical training.
The study uses multi-criteria decision-making (MCDM) methodology with two methods. One
method named Entropy method to compute the criteria weights, and another method named
MAIRCA to rank the alternatives. These methods are used under the interval valued Fermatean
neutrosophic sets to overcome uncertainty and vague information. An application is shown to
show the validation of the proposed approach
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