Optimising the Mathematical Creative Thinking Process of Deporter's Learning Style Assisted E- Module Strukbar Based on Case Method

The purpose of this research is (1) to identify the patterns of mathematical creative thinking processes based on DePorter's learning styles, and (2) to determine the improvement in mathematical creative abilities through learning assisted by the Strukbar E-module based on the Case Method. This research uses the Mixed Method with a Sequential Exploratory type. The research subjects are third-semester students of the 2024/2025 academic year in the Mathematics Education Study Program at STKIP Gotong Royong Masohi, Central Maluku, who are taking the Algebra Structure 1 course. In the qualitative research, the subjects consisted of three prospective teachers with DePorter's learning styles, while the quantitative research involved 26 participants. Data collection techniques include tests, DePorter learning style questionnaires, interviews, and documentation of prospective teachers' work. The research results show that DePorter's Visual, Auditory, and Kinesthetic learning styles each have their own advantages at the stages of mathematical creative thinking, from orientation, preparation, incubation, illumination, to verification. Moreover, the implementation of the Strukbar E-module based on the Case Method has been proven to significantly enhance the mathematical creative abilities of prospective teachers. These findings underscore the importance of teaching methods that align with individual learning styles and the use of digital technology in education.

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Publication Details

Journal
Hipotenusa Journal of Mathematical Society
Published
2025-06-17
DOI
https://doi.org/10.18326/hipotenusa.v7i1.3915
Primary Topic
Mathematics Education and Pedagogy
Type
article
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article

Optimising the Mathematical Creative Thinking Process of Deporter's Learning Style Assisted E- Module Strukbar Based on Case Method

Isnarto Isnarto, Isti Hidayah, Emy Sohilait, Kristina Wijayanti
Hipotenusa Journal of Mathematical Society
Mathematics Education and Pedagogy
article

Optimising the Mathematical Creative Thinking Process of Deporter's Learning Style Assisted E- Module Strukbar Based on Case Method

Isnarto Isnarto, Isti Hidayah, Emy Sohilait, Kristina Wijayanti
article en

Abstract

The purpose of this research is (1) to identify the patterns of mathematical creative thinking processes based on DePorter's learning styles, and (2) to determine the improvement in mathematical creative abilities through learning assisted by the Strukbar E-module based on the Case Method. This research uses the Mixed Method with a Sequential Exploratory type. The research subjects are third-semester students of the 2024/2025 academic year in the Mathematics Education Study Program at STKIP Gotong Royong Masohi, Central Maluku, who are taking the Algebra Structure 1 course. In the qualitative research, the subjects consisted of three prospective teachers with DePorter's learning styles, while the quantitative research involved 26 participants. Data collection techniques include tests, DePorter learning style questionnaires, interviews, and documentation of prospective teachers' work. The research results show that DePorter's Visual, Auditory, and Kinesthetic learning styles each have their own advantages at the stages of mathematical creative thinking, from orientation, preparation, incubation, illumination, to verification. Moreover, the implementation of the Strukbar E-module based on the Case Method has been proven to significantly enhance the mathematical creative abilities of prospective teachers. These findings underscore the importance of teaching methods that align with individual learning styles and the use of digital technology in education.

Hipotenusa Journal of Mathematical SocietyVol. 7(1)
State University of Semarang (ID)
Openalex Percentile: Top 62%
Mathematics Education and Pedagogy
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Optimising the Mathematical Creative Thinking Process of Deporter's Learning Style Assisted E- Module Strukbar Based on Case Method — Isnarto Isnarto, Isti Hidayah, et al. · Hipotenusa Journal of Mathematical Society (2025) | TGRS Research Map | TGRS