Konstruksi makna pada simbol matematika dalam perspektif semiotika

The Semiotic process (construction of sign meaning) is very closely related to mathematics which consists of signs or symbols. This research aims to explore students' semiotic processes in constructing the meaning of symbols in whole numbers. This research is a qualitative descriptive research using a semiotic approach. The subjects in this research were selected using purposive sampling (purposeful sampling). The subjects in this research were 32 elementary school students. Based on this research, 5 types of semiotic construction patterns were obtained with each subject grouped based on its semiotic construction, namely 1) strong semiotic construction, 2) weak semiosis construction, 3) True-False semiotic construction, 4) False-True semiotic construction, and 5) False-False semiotic construction. The semiosis construction process is a determining factor in students understanding the signs of operations in integers.

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Publication Details

Journal
JPMI (Jurnal Pembelajaran Matematika Inovatif)
Published
2024-09-30
DOI
https://doi.org/10.22460/jpmi.v7i5.22532
Primary Topic
Educational Research and Methods
Type
article
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article

Konstruksi makna pada simbol matematika dalam perspektif semiotika

Hersiyati Palayukan, Inelsi Palengka
JPMI (Jurnal Pembelajaran Matematika Inovatif)
Educational Research and Methods
article

Konstruksi makna pada simbol matematika dalam perspektif semiotika

Hersiyati Palayukan, Inelsi Palengka
article en

Abstract

The Semiotic process (construction of sign meaning) is very closely related to mathematics which consists of signs or symbols. This research aims to explore students' semiotic processes in constructing the meaning of symbols in whole numbers. This research is a qualitative descriptive research using a semiotic approach. The subjects in this research were selected using purposive sampling (purposeful sampling). The subjects in this research were 32 elementary school students. Based on this research, 5 types of semiotic construction patterns were obtained with each subject grouped based on its semiotic construction, namely 1) strong semiotic construction, 2) weak semiosis construction, 3) True-False semiotic construction, 4) False-True semiotic construction, and 5) False-False semiotic construction. The semiosis construction process is a determining factor in students understanding the signs of operations in integers.

JPMI (Jurnal Pembelajaran Matematika Inovatif)Vol. 7(5)
Universitas Kristen Indonesia (ID)
Quality Education
Openalex Percentile: Top 75%
Educational Research and Methods
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