• Title/Summary/Keyword: Korean mathematics

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Equi and uniform stability indynamical polysystems

  • Park, Sung-Kyu;Gu, Yoon-Hoe;Park, Jong-Suh
    • Journal of the Korean Mathematical Society
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    • v.31 no.4
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    • pp.669-678
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    • 1994
  • The subject of Liapunov functions constitutes a central theme in the theory of differential equations. It provides powerful tools that can be used to study the behavior of the solutions.

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A Study of a Procedural Model of Performance Assesment for Mathematics (수학과 수행평가 절차 모형 연구)

  • 최택영;최혜정
    • Journal of the Korean School Mathematics Society
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    • v.4 no.1
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    • pp.9-27
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    • 2001
  • The purpose of this study is to develop effective models for performance assesment in the subject of mathematics, In this study, a procedural model was created through selecting five evaluation methods that are the most relevant to evaluate mathematics comprehension. Also this study provides the application of procedural model over the span of an academic semester.

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Future Elementary School Teacher's Carrying Out Mathematics Classes Using Play-Action Programs (예비초등교사를 대상으로 한 '놀이수학' 수업의 실행)

  • Kim, Sung-Joon
    • Journal of the Korean School Mathematics Society
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    • v.9 no.4
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    • pp.575-595
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    • 2006
  • In this paper, we investigated the effects of mathematics classes using play-action programs in the course of mathematics education of future elementary school teachers. This study was conducted with 43 junior university students who selected 'Play Mathematics' in 2006. All the participants in this course was divided 11 groups. Play-action mathematics programs was consisted of 12 themes. For example, there was tangram, somacube, hexamino, tessellation, geoboard etc. In the beginning of lessons, we investigated theses themes itself through plays, puzzles, games, and computer programs. And next time, we investigated the relationships between these themes and elementary mathematic textbooks(i.e. mathematical contents). In 14th and 15th lessons, all the groups took a project presentation lessons that included all things about play mathematics in all group categories. And they developed two themes of play mathematics in accordance with grades, contents, levels as course tasks. Through this study, three educational effects induced. First, future elementary school teachers have a deep understanding about play-action mathematics. They are interested in these play themes, and take part in these play mathematics programs of their own accord. And they realize that these play themes are related to elementary mathematics. Second, future elementary school teachers' attitude and mind about mathematical are improved after this course. Third, future elementary school teachers comprehend various instruction methods relating to play mathematics. Therefore, we suggest that future elementary school teachers need to have many opportunity to experience and develop a mathematics classes using play mathematics.

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A REMARK ON IFP RINGS

  • Lee, Chang Hyeok;Lim, Hyo Jin;Park, Jae Hyoung;Kim, Jung Hyun;Kim, Jung Soo;Jeong, Min Joon;Song, Min Kyung;Kim, Si Hwan;Hwang, Su Min;Eom, Tae Kang;Lee, Min Jung;Lee, Yang;Ryu, Sung Ju
    • Korean Journal of Mathematics
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    • v.21 no.3
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    • pp.311-318
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    • 2013
  • We continue the study of power-Armendariz rings over IFP rings, introducing $k$-power Armendariz rings as a generalization of power-Armendariz rings. Han et al. showed that IFP rings are 1-power Armendariz. We prove that IFP rings are 2-power Armendariz. We moreover study a relationship between IFP rings and $k$-power Armendariz rings under a condition related to nilpotency of coefficients.

Implementing Discrete Mathematics in the 7th Elementary and Secondary School Mathematics Curriculum of Republic of Korea (이산 수학 제7차 교육과정의 구현 방안 연구)

  • 이준열
    • The Mathematical Education
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    • v.41 no.1
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    • pp.127-137
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    • 2002
  • Discrete Mathematics is newly introduced into the 7th Elementary and Secondary School Mathematics Curriculum of Republic of Korea. Every high school can choose Discrete Mathematics as an optional course from year 2002, but mostly from year 2003. According to its characteristics and objectives in the curriculum, we should know how to implement Discrete mathematics. But it is hard to predict whether Discrete Mathematics will be successful or not, since many studies have shown the lack of readiness for the course. In this study, we analyze the Discrete Mathematics text book developed recently in 2002. Then we see how Discrete Mathematics can be implemented. First, we suggest how the contents in the Discrete Mathematics text book are related to the mathematical values. This will clarify instruction and learning methods in Discrete Mathematics classrooms. Secondly, rich and various discrete contents should be taught. Students should appreciate the realistic merits of discrete mathematics. Thirdly, evaluation methods and their examples will be presented based upon the contents of she text. The evaluation that distinguishes individual achievement levels is closely related with implementation of Discrete mathematics in schools. Finally, we point out the weakness of Discrete Mathematics contents in the 7th curriculum to prepare ourselves for the 8th curriculum.

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A Study on the Relationship between Temperament and Mathematics Academic Achievement

  • Li, Mingzhen;Pang, Kun
    • Research in Mathematical Education
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    • v.11 no.3
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    • pp.197-207
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    • 2007
  • Based on a survey on 1620 students in primary school and secondary school., by adopting Eysenck Personality Questionnaire (EPQ), we got the following findings : 1. There is close relationship between emotionality characteristics of temperament and mathematics academic achievement of the subjects at Grade 5 (Primary 5), Grade 8 (Junior Secondary 2), and Grade 10 (Senior Secondary 2). Also there is close relationship between internal-external directivity characteristics of temperament and mathematics academic achievement at Grade 5 and Grade 8. While there is not close relationship between internal-external directivity characteristics of temperament and mathematics academic achievement at Grade 10; 2. There is close relationship between temperament types and mathematics academic achievement of the subjects from the three grades. Superior temperament, which benefit learning mathematics, are sanguine, sanguine-phlegmatic and phlegmatic; While inferior temperament types, which don't benefit learning mathematics, are choleric, melancholic and choleric-melancholic. With the rising of grade, temperament types of benefiting learning mathematics converts from external directivity emotion balance to balance of internal-external directivity emotion stability. While temperament of no benefiting learning mathematics converts from internal directivity emotion balance to balance of internal-external directivity emotion instability; 3. In mathematics education, students' temperament difference, which affects learning mathematics, should be recognized. Mathematics teachers should find out the best teaching ways, forms and methods which are suitable for student's temperament type, so that the students with different temperament types can gain better mathematics academic achievement.

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A Relationship between Number Sense and Attitude toward Mathematics of Pre-service Elementary Special Education Teacher: Verifying the Mediating Effect of Mathematics Teaching Efficacy (예비 초등특수교사의 수감각과 수학에 대한 태도 간의 관계: 수학교수효능감의 매개효과 검증)

  • SEO, Ju-Young;KIM, Ja-Kyoung
    • Journal of Fisheries and Marine Sciences Education
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    • v.28 no.2
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    • pp.502-514
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    • 2016
  • The purpose of this research is to identify the level of number sense, the attitude toward mathematics and the mathematics teaching efficacy of pre-service elementary special education teachers and to verify the mediation effect of mathematics teaching efficacy between number sense and attitude toward mathematics. 70 university students participated in research. The results from this study are as following: First, the level of number sense among pre-service elementary special education teachers was not so high. They had negative attitude toward mathematics and their mathematics teaching efficacy was on the average level. Second, positive correlationships were shown between number sense and attitude toward mathematics and between number sense and mathematics teaching efficacy. The mediating effect of the mathematics teaching efficacy in the relationship between number sense and attitude toward mathematics was found. The limitations of the study and directions for future studies were discussed.

Changes in England society's perception of mathematics in the 19th century through the satirical magazine Punch: Focusing on the expansion of mathematics tests and changes in demand for mathematics education (풍자 잡지 「펀치」를 통해 본 19세기 영국 사회의 수학에 대한 인식 변화 : 수학 시험의 확대와 수학 교육의 수요 변화를 중심으로)

  • Cho, Sunam
    • Journal for History of Mathematics
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    • v.35 no.1
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    • pp.19-39
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    • 2022
  • This paper aims to examine how the public perception of mathematics changed in England in the 19th century. As rapid industrial and social developments took place in the 19th century, the educational environment underwent great changes, and the value and public perception of mathematics also changed. Mathematics took a new position in the terrain of educational reform in the late 19th century. In this study, I analyzed the actual condition of mathematics education in elementary and secondary schools, popular educational institutions, and universities in England in the first half, middle, and second half of the 19th century, and compared what values and usefulness of mathematics education were justified in each institution. I also examined how satirical magazine Punch satirized the public understanding or view on mathematics at each period. It is to be hoped that this study will have significant implications for raising the public's positive perception of mathematics in modern society.