Fuzzy number conjoint method to measure students' expectation on the learning of mathematics

The issues related to students' expectation on the learning of mathematics is considered crucial because one can never decide the appropriate educational path that suits the students according to what they are supposed to study and should engage in the learning process. This study performed ana...

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Published in:Journal of Physics: Conference Series
Main Author: Osman R.; Ramli N.; Badaruddin Z.; Ayub H.; Karim S.N.A.S.A.
Format: Conference paper
Language:English
Published: IOP Publishing Ltd 2021
Online Access:https://www.scopus.com/inward/record.uri?eid=2-s2.0-85104174338&doi=10.1088%2f1742-6596%2f1770%2f1%2f012056&partnerID=40&md5=3b16193b2a1147ec9efd43f591a05e3c
id 2-s2.0-85104174338
spelling 2-s2.0-85104174338
Osman R.; Ramli N.; Badaruddin Z.; Ayub H.; Karim S.N.A.S.A.
Fuzzy number conjoint method to measure students' expectation on the learning of mathematics
2021
Journal of Physics: Conference Series
1770
1
10.1088/1742-6596/1770/1/012056
https://www.scopus.com/inward/record.uri?eid=2-s2.0-85104174338&doi=10.1088%2f1742-6596%2f1770%2f1%2f012056&partnerID=40&md5=3b16193b2a1147ec9efd43f591a05e3c
The issues related to students' expectation on the learning of mathematics is considered crucial because one can never decide the appropriate educational path that suits the students according to what they are supposed to study and should engage in the learning process. This study performed analysis on the secondary data of a previous research conducted on students' expectation on the learning of mathematics. Due to the vague and imprecise human judgment and preference, fuzzy approach is used in this study. The fuzzy conjoint method based on fuzzy set is being widely used to analyse human preference. However, the method cannot produce the weight of attribution in various degrees of confidence. The aim of this study is to improve fuzzy conjoint method based on trapezoidal fuzzy number and investigate the students' level of preferences on the learning of Mathematics and to compare the result with the secondary data. Hence, by incorporating fuzzy number in continuous form, it will enable the respondents to express their opinion in a more detailed interpretation. This study improvised the existing procedure by employing trapezoidal fuzzy number in representing the predefined linguistic terms and the aggregation of preference level of the respondents based on each criterion. The highest priorities of degree of agreement for students' expectation is lecturers should focus more on developing and understanding the concept of learning mathematics, followed by student-lecturer interaction and lecturers and lecturers should have sufficient time to complete all the syllabus. © 2021 Institute of Physics Publishing. All rights reserved.
IOP Publishing Ltd
17426588
English
Conference paper
All Open Access; Gold Open Access
author Osman R.; Ramli N.; Badaruddin Z.; Ayub H.; Karim S.N.A.S.A.
spellingShingle Osman R.; Ramli N.; Badaruddin Z.; Ayub H.; Karim S.N.A.S.A.
Fuzzy number conjoint method to measure students' expectation on the learning of mathematics
author_facet Osman R.; Ramli N.; Badaruddin Z.; Ayub H.; Karim S.N.A.S.A.
author_sort Osman R.; Ramli N.; Badaruddin Z.; Ayub H.; Karim S.N.A.S.A.
title Fuzzy number conjoint method to measure students' expectation on the learning of mathematics
title_short Fuzzy number conjoint method to measure students' expectation on the learning of mathematics
title_full Fuzzy number conjoint method to measure students' expectation on the learning of mathematics
title_fullStr Fuzzy number conjoint method to measure students' expectation on the learning of mathematics
title_full_unstemmed Fuzzy number conjoint method to measure students' expectation on the learning of mathematics
title_sort Fuzzy number conjoint method to measure students' expectation on the learning of mathematics
publishDate 2021
container_title Journal of Physics: Conference Series
container_volume 1770
container_issue 1
doi_str_mv 10.1088/1742-6596/1770/1/012056
url https://www.scopus.com/inward/record.uri?eid=2-s2.0-85104174338&doi=10.1088%2f1742-6596%2f1770%2f1%2f012056&partnerID=40&md5=3b16193b2a1147ec9efd43f591a05e3c
description The issues related to students' expectation on the learning of mathematics is considered crucial because one can never decide the appropriate educational path that suits the students according to what they are supposed to study and should engage in the learning process. This study performed analysis on the secondary data of a previous research conducted on students' expectation on the learning of mathematics. Due to the vague and imprecise human judgment and preference, fuzzy approach is used in this study. The fuzzy conjoint method based on fuzzy set is being widely used to analyse human preference. However, the method cannot produce the weight of attribution in various degrees of confidence. The aim of this study is to improve fuzzy conjoint method based on trapezoidal fuzzy number and investigate the students' level of preferences on the learning of Mathematics and to compare the result with the secondary data. Hence, by incorporating fuzzy number in continuous form, it will enable the respondents to express their opinion in a more detailed interpretation. This study improvised the existing procedure by employing trapezoidal fuzzy number in representing the predefined linguistic terms and the aggregation of preference level of the respondents based on each criterion. The highest priorities of degree of agreement for students' expectation is lecturers should focus more on developing and understanding the concept of learning mathematics, followed by student-lecturer interaction and lecturers and lecturers should have sufficient time to complete all the syllabus. © 2021 Institute of Physics Publishing. All rights reserved.
publisher IOP Publishing Ltd
issn 17426588
language English
format Conference paper
accesstype All Open Access; Gold Open Access
record_format scopus
collection Scopus
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