Research on Teaching Evaluation Based on Multi-Granularity Rough Set with Confidential Dominance Relations

The traditional teaching evaluation methods often rely on single indicators, and the factors reflecting the quality of teaching are not comprehensive enough. To address the subjectivity and uncertainty of evaluation values when independent experts from different fields participate in teaching evaluations, a teaching evaluation method based on confident dominance multi-granularity rough set theory is proposed. In the paper the optimistic and pessimistic upper and lower approximations of the confident dominance multi-granularity rough set model are studied from a multi-granularity perspective. By introducing the confidence degree of the order decision rule, "or" and "and" type order decision rules and their judgment theorems are given. Finally, the feasibility of the model is verified by a multi-expert participation teaching decision evaluation analysis, and several order decision rules are extended. Examples show that the multi-granularity rough set model can be applied to accurately evaluate the quality of course teaching, and has gained theoretical significance and practical value for the research on the evaluation method of university teaching quality.

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Published
2024-12-20
DOI
https://doi.org/10.1145/3724504.3724505
Primary Topic
Rough Sets and Fuzzy Logic
Type
article
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article

Research on Teaching Evaluation Based on Multi-Granularity Rough Set with Confidential Dominance Relations

Lian‐Hua Fang, Yumei Lin
Rough Sets and Fuzzy Logic
article

Research on Teaching Evaluation Based on Multi-Granularity Rough Set with Confidential Dominance Relations

Lian‐Hua Fang, Yumei Lin
article en

Abstract

The traditional teaching evaluation methods often rely on single indicators, and the factors reflecting the quality of teaching are not comprehensive enough. To address the subjectivity and uncertainty of evaluation values when independent experts from different fields participate in teaching evaluations, a teaching evaluation method based on confident dominance multi-granularity rough set theory is proposed. In the paper the optimistic and pessimistic upper and lower approximations of the confident dominance multi-granularity rough set model are studied from a multi-granularity perspective. By introducing the confidence degree of the order decision rule, "or" and "and" type order decision rules and their judgment theorems are given. Finally, the feasibility of the model is verified by a multi-expert participation teaching decision evaluation analysis, and several order decision rules are extended. Examples show that the multi-granularity rough set model can be applied to accurately evaluate the quality of course teaching, and has gained theoretical significance and practical value for the research on the evaluation method of university teaching quality.

Quanzhou Normal University (CN)
Reduced inequalities
Openalex Percentile: Top 68%
Rough Sets and Fuzzy Logic
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