• 제목/요약/키워드: school mathematics terms in north Korea

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남북한 수학 교과서 영역별 분석 및 표준 수학 교육과정안 개발 연구 (1) - 남북한 학교 수학 용어 통합 방안 연구 - (A comparative study of South and North Korea on mathematics textbook and the development of unified mathematics curriculum for South and North Korea (1) - The study for the integration of the school mathematical terms of South and those of North Korea -)

  • 임재훈;이경화;박경미
    • 대한수학교육학회지:수학교육학연구
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    • 제12권4호
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    • pp.493-508
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    • 2002
  • The purpose of this study is to compare the preferences of the school mathematical terms of South Korea and those of North Korea by administering a survey for learners, inservice teachers, and pre-service teachers, to establish the criteria of desirable school mathematical terms, and to evaluate the school mathematical terms of South Korea and those of North Korea based on the criteria. According to the result of the survey, the preferred mathematical terms are different from one group to the other, yet the mathematical terms of South Korea are more preferred. In general, terms written in pure Korean and concise terms which are easily understandable are favored. To discuss about the criteria of desirable school mathematical terms, four perspectives were set up, 1) the semantic perspective and the regulatory perspective, 2) terms written in pure Korean and Chinese letters, 3) terms from everyday language and technical terms, and 4) the consistency. Six criteria were followed from the aforementioned four perspectives. Finally, various school mathematical terms of South and North Korea were reviewed in the angles of the four perspectives and the six criteria.

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북한의 학교수학 용어의 현상적 특징에 관한 연구 (A Study on Characteristics of Actual State of School Mathematics Terms in North Korea)

  • 박교식
    • 대한수학교육학회지:학교수학
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    • 제7권1호
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    • pp.1-15
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    • 2005
  • 이 연구에서는 최근의 북한 수학 교과서에 제시된 학교수학 용어에서 찾을 수 있는 외형적 특징에 대해 논의하고 있다. 북한에서는 북한의 맞춤법에 따라 용어를 표기하고 있고, 많은 수의 한자 용어를 한글 용어로 바꾸어 사용하고 있지만, 한자용어도 여전히 많이 사용하고 있다. 우리나라 용어와 북한 용어 사이에 상당한 괴리가 있는 것으로 알려지고 있으나, 실제적으로는 그렇지 않다. 이것은 장차 우리나라 용어와 북한 용어를 통합하는 일이 비교적 수월하게 이루어질 수 있음을 의미한다. 한자 용어를 한글화하는 것이 수학 교수$\cdot$학습에 상당한 도움을 줄 것으로 믿어지고 있으나, 북한의 사례를 볼 때, 한자 용어의 한글화에 신중할 필요가 있다. 우리나라 용어와 완전히 다른 북한 용어의 장단점을 파악하기 위해서는 충분한 논의가 필요하다. 우리나라 용어와 북한 용어의 의미론적인 분석과 함께 선호도 조사가 필요하다 의미론적인 분석은 선호도에 맹종하는 것을 피하게 해 줄 수 있다.

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남북한 중등학교 수학교육의 통합방안 모색 (A Comparative Study on the Secondary School Mathematics Education of South and North Korea)

  • 우정호;박문환
    • 대한수학교육학회지:수학교육학연구
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    • 제12권1호
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    • pp.49-70
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    • 2002
  • There have recently been increasing exchanges between South and North Korea in many areas of society, involving politics, economics, culture, education. In response to these developments, research activities are more strongly demanded in each of these areas to help prepare for the final unification of the two parts of the nation. In the area of mathematics education, scholars have started to conduct comparative studies of mathematics education in South and North Korea. As a response to the growing demand of the time, in this thesis we compared the secondary mathematics education in South Korea with that in North Korea. To begin with, we examined the background of education, in North Korea, particularly predominant ideological, epistemological and teaching theoretical aspects of education in North Korea. Thereafter, we compared the mathematics curriculum of South Korea with that of North Korea. On the basis of these examinations, we compared the secondary school mathematics textbooks of South and North Korea, and we attempted to suggest a guideline for researches preparing for the unification of the mathematics curriculum of South and North Korea. As a communist society, North Korea awards the socialist ideology the supreme rank and treats all school subjects as instrumental tools that are subordinated to the dominant communist ideology. On the other hand, under the socialist ideology North Korea also emphasizes the achievement of the objective of socialist economic development by expanding the production of material wealth. As such, mathematics in North Korea is seen as a tool subject for training skilled technical hands and fostering science and technology, hence promoting the socialist material production and economic development. Hence, the mathematics education of North Korea adopts a so-called "awakening teaching method," and emphasizes the approaches that combine intuition with logical explanation using materials related with the ideology or actual life. These basic viewpoints of North Korea on mathematics education are different from those of South Korea, which emphasize the problem-solving ability and acquisition of academic mathematical knowledge, and which focus on organizing as well as discovering knowledge of learners' own accord. In comparison of the secondary school mathematics textbooks used in South and North Korea, we looked through external forms, contents, quantity of each area of school mathematics, viewpoints of teaching, and term. We have identified similarities in algebra area and differences in geometry area especially in teaching sequence and approaching method. Many differences are also found in mathematical terms. Especially, it is found that North Korea uses mathematical terms in Hangul more actively than South Korea. We examined the specific topics that are treated in both South and North Korea, "outer-center & inner-center of triangle" and "mathematical induction", and identified such differences more concretely. Through this comparison, it was found that the concrete heterogeneity in the textbooks largely derive from the differences in the basic ideological viewpoints between South and North Korea. On the basis of the above findings, we attempted to make some suggestions for the researches preparing for the unification in the area of secondary mathematics education.

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남북한 수학 교과서의 비교 -북한의 고등중학교(중등반) 기하를 중심으로- (Comparison Between South and North Korea in Mathematics Textbooks)

  • 최택영;김인영
    • 한국수학교육학회지시리즈A:수학교육
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    • 제37권1호
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    • pp.35-54
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    • 1998
  • Half century has passed since Korean peninsula was divided into South and North Korea. Now a days, there are many differences of politics, economy, culture and education between South and North Korea. Especially mathematics education in which I am interested has a lot of changes and differences. This is proved true by defects' proof. For those reasons, I compared South Korea's education ideology, goal and system, and goals of mathematics education with North Korea's. I compared geometric(1-4 years, published by Pyong-yang Educational Book Publication Co. 1991) of mathematics texts(1-6 years) which are used in the secondary school with mathematics text of South Korea in contents and organization of them. As a result of this comparison, education ideology and goal are distinctly different from those of South Korea because of the difference of pursuing humanity. In North Korea, the curriculum is very strict without autonomy. There are 1283 mathematics classes which are occupied 19% for six years during the secondary school. The contents are very similar, but there is a little difference in the definition of a term. The problems which praise Kim Il-sung and his son and reveal loyalty to them were found, and there were a lot of problems in order to promote hostile feeling against U.S.A and South Korea, too. In conclusion, mathematics education of Korean peninsula should be reunified in the fields of the terms and contents at first.

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남북한 수학 교과서 영역별 분석 및 표준 수학 교육과정안 개발 연구 (II): 남북한 초등학교 수학교과서의 구성과 전개방법 비교 (A Comparative Study of South and North Korea on Mathematics Textbook and the Development of Unified Mathematics Curriculum for South and North Korea (II) - Focusing on the Elementary School Textbooks of South and Those of North Korea -)

  • 임재훈;이경화;박경미
    • 대한수학교육학회지:학교수학
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    • 제5권1호
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    • pp.43-58
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    • 2003
  • 본 연구에서는 남북한 초등학교 수학교과서의 외형과 단원체제, 각 영역별 내용 요소의 비중과 도입시기, 문장제의 소재 등 다소 양적인 비교에 초점을 둔 선행연구에 기초하여, 남북한 초등학교 수학교과서를 내용 구성과 전개 과정에서의 구체적인 특징에 주목한 질적인 관점에서 비교.분석하였다. 먼저 내용 구성에 관한 비교 결과는 다음과 같다. 첫째, 초등학교 학생들의 정의적.인지적 특성을 고려하여 학습 내용을 분산.교차하여 배치하는 남한과 달리 북한에서는 관련된 요소를 집중 배치하는 방식으로 구성되어 있다. 둘째 생활 소재를 통하여 문제상황을 제시하고 점진적이고 구체적인 활동으로 학습 내용을 제시하는 남한과 달리, 인민학교 교과서에서는 여러 형태의 문제를 통하여 학습을 유도하고 있다. 또한 내용 전개의 주요 전략으로 남한은 '안내'를. 북한은'설명'을 따르는 것으로 파악된다. 단계화된 탐구형 질문으로 안내하면서 학습을 유도하는 남한과 달리 북한에서는 의미 있는 설명을 통하여 학습 내용을 다루는 것으로 확인되었다.

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편수 자료 이전의 수학 용어에 대해 (On the Mathematical Terminology before the First Editing Material)

  • 허민
    • 한국수학사학회지
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    • 제31권3호
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    • pp.111-126
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    • 2018
  • At present, most of school mathematical terms in elementary and secondary curriculums of Korea are Sino-Korean words. 1964 Mathematical Editing Material, which aimed to unify mathematical terms into mainly Sino-Korean words, was considered a key factor for this situation. 1964 Editing Material depended heavily on 1956 Mathematical Terminology, which contains a lot of Korean native words and displays the school mathematical terms after 1945. There are many Korean native words in the Second Mathematical Curriculum. This shows that Korean native words of mathematics had been consolidated to some extent at that time. In North Korea, a lot of Korean native words are still used in mathematics. Some Sino-Korean words were recently changed to Korean native words in South Korea. 1956 Mathematical Terminology tells the method to make Korean native words of mathematics and will be an excellent guide for making Korean native words.

남.북한 수학교과서의 내용체계 및 용어에 대한 비교분석 -북한의 고등중학교 교과서를 중심으로- (A Comparative Study on the Contents and Terminologies of Middle School Mathematics Textbooks in South.North Korea)

  • 현진오;강태석
    • 한국수학교육학회지시리즈A:수학교육
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    • 제38권2호
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    • pp.105-128
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    • 1999
  • The aim of this study is to determine a way to make mathematics textbooks after Korea is reunited. For this, the analysis of curriculum in SouthㆍNorth Korea must be made before unification. Therefore this study compares and analyzes the contents, organization and mathematics terms used in the latest middle school textbooks(1995-1996). And it also compared and contrasted the two textbooks while determining the best points of each. In this way, this study will be a very useful guide for making new educational curriculum and new mathematics textbooks after South and North Korea be unified.

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k-Fragility Maximization Problem to Attack Robust Terrorist Networks

  • Thornton, Jabre L.;Kim, Donghyun;Kwon, Sung-Sik;Li, Deying;Tokuta, Alade O.
    • Journal of information and communication convergence engineering
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    • 제12권1호
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    • pp.33-38
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    • 2014
  • This paper investigates the shaping operation problem introduced by Callahan et al., namely the k-fragility maximization problem (k-FMP), whose goal is to find a subset of personals within a terrorist group such that the regeneration capability of the residual group without the personals is minimized. To improve the impact of the shaping operation, the degree centrality of the residual graph needs to be maximized. In this paper, we propose a new greedy algorithm for k-FMP. We discover some interesting discrete properties and use this to design a more thorough greedy algorithm for k-FMP. Our simulation result shows that the proposed algorithm outperforms Callahan et al.'s algorithm in terms of maximizing degree centrality. While our algorithm incurs higher running time (factor of k), given that the applications of the problem is expected to allow sufficient amount of time for thorough computation and k is expected to be much smaller than the size of input graph in reality, our algorithm has a better merit in practice.

학교 수학 기하 용어의 의미론적 탐색 - 기하 용어의 역사적 변천 및 국제 비교를 중심으로 - (A Semantic Investigation of Geometric Terminology in School Mathematics)

  • 박경미;임재훈
    • 대한수학교육학회지:수학교육학연구
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    • 제8권2호
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    • pp.565-586
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    • 1998
  • Like many other school subjects, terminology is a starting point of mathematical thinking, and plays a key role in mathematics learning. Among several areas in mathematics, geometry is the area in which students usually have the difficulty of learning, and the new terms are frequently appeared. This is why we started to investigate geometric terms first. The purpose of this study is to investigate geometric terminology in school mathematics. To do this, we traced the historical transition of geometric terminology from the first revised mathematics curriculum to the 7th revised one, and compared the geometric terminology of korean, english, Japanese, and North Korean. Based on this investigation, we could find and structuralize the following four issues. The first issue is that there are two different perspectives regarding the definitions of geometric terminology: inclusion perspective and partition perspective. For example, a trapezoid is usually defined in terms of inclusion perspective in asian countries while the definition of trapezoid in western countries are mostly based on partition perspective. This is also the case of the relation of congruent figures and similar figures. The second issue is that sometimes there are discrepancies between the definitions of geometric figures and what the name of geometric figures itself implies. For instance, a isosceles trapezoid itself means the trapezoid with congruent legs, however the definition of isosceles trapezoid is the trapezoid with two congruent angles. Thus the definition of the geometric figure and what the term of the geometric figure itself implies are not consistent. We also found this kind of discrepancy in triangle. The third issue is that geometric terms which borrow the name of things are not desirable. For example, Ma-Rum-Mo(rhombus) in Korean borrows the name from plants, and Sa-Da-Ri-Gol(trapezoid) in Korean implies the figure which resembles ladder. These terms have the chance of causing students' misconception. The fourth issue is that whether we should Koreanize geometric terminology or use Chinese expression. In fact, many geometric terms are made of Chinese characters. It's very hard for students to perceive the ideas existing in terms which are made of chines characters. In this sense, it is necessary to Koreanize geometric terms. However, Koreanized terms always work. Therefore, we should find the optimal point between Chines expression and Korean expression. In conclusion, when we name geometric figures, we should consider the ideas behind geometric figures. The names of geometric figures which can reveal the key ideas related to those geometric figures are the most desirable terms.

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인지진단모형을 활용한 수학 학업성취 결과 분석 -2011년 국가수준 학업성취도 평가 자료를 중심으로- (The Analysis of Students' Mathematics Achievement by Applying Cognitive Diagnostic Model)

  • 김희경;김부미
    • 대한수학교육학회지:학교수학
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    • 제15권2호
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    • pp.289-314
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    • 2013
  • 본 연구는 2011년 학업성취도 평가 결과를 Fusion 모형이라는 인지진단모형을 적용하여 수학교과에서 학교급별, 성취수준별, 성별에 따른 인지요소 숙달 양상과 다문화가정의 인지요소 숙달 양상을 분석하였다. 연구결과, 초6은 12개의 인지요소에서 '귀납적으로 추론하기', 중3은 10개의 인지요소에서 '연역적으로 정당화하기', 고2는 10개의 인지요소 중 '사칙계산'이 가장 높은 숙달 비율을 보였다. 성취수준별로 인지요소의 숙달 양상을 분석한 결과, 초 중 고 모두 우수학력 집단은 전체 인지요소에서 94%이상의 숙달률을 보였으나, 기초학력이하 집단 학생들은 거의 모든 인지요소에서 초6과 중3의 경우 미숙달 비율이 70%이상이었고 고2는 99%이상이었다. 또한, 초6, 중3까지는 전반적으로 여학생의 인지요소 숙달 비율이 남학생보다 높으나 고2에서는 대부분의 인지요소에서 남학생이 여학생보다 숙달 비율이 높게 나타났다. 다문화가정 학생 집단과 일반가정 학생 집단 간 인지요소의 숙달 양상은 학교급별로 상이하게 나타났다.

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