Neutrosophic Probabilistic and Statistical Extensions of the NeutroMultiSpace Model for Blended Teaching Process in University Physical Education: A Novel Neutrosophic Modeling Framework
Keywords:
NeutroMultiSpace, Neutrosophic Triplet, blended teaching, variance, confidence regions, Smarandache MultiSpace & MultiStructure, Neutrosophic statistics, physical education, adaptive learning.Abstract
This paper introduces a novel neutrosophic modeling framework to better
understand and assess blended teaching in university physical education. The model is
based on the NeutroMultiSpace structure, which combines in-person participation, digital
engagement, and physical performance. Each of these dimensions is represented using
neutrosophic triplets ⟨T, I, F⟩, reflecting levels of effectiveness, uncertainty, and failure.
To make this model more realistic and practical, we extend it with new neutrosophic
probabilistic and statistical tools. These include formulas to measure how well student
performance fits the learning goals, as well as calculations of neutrosophic variance and
confidence regions. These tools help identify differences between students and show how
reliable the results are. This approach provides teachers with a powerful way to
understand student learning on a deeper level. It captures not just what students get right
or wrong, but also the uncertainty and flexibility that are part of real learning. The model
is original in its foundation in neutrosophic logic and offers a new path for data-driven
and personalized teaching in physical education and beyond.
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