• Title/Summary/Keyword: 맥락 문제

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The Problems of Information, Knowledge, and Truth: An Epistemological Thought Experiment with Implications for Information Literacy in the Era of Post-Truth (정보, 지식, 그리고 진실의 문제들: 탈진실 시대에 정보문해력에 관한 인식론적인 사고 실험과 함의)

  • Hollister, Jonathan M.
    • Journal of Korean Library and Information Science Society
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    • v.51 no.4
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    • pp.279-311
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    • 2020
  • People collectively understand and often use information and knowledge as terms in a variety of contexts without concern nor discussion of their many competing conceptual and theoretical definitions. The concepts of information and knowledge are intrinsically linked and suffer some of the same problems when scholars try to define them, especially when truth is a prerequisite. This theory paper presents a simple thought experiment that relates the reliabilist and truth-tracking analyses of knowledge with the physical and cognitive paradigms of information, respectively. The results of the thought experiment are discussed within the context of the Post-Truth era, with implications and applications for information literacy.

Comparative Analysis of the National Level Academic Achievement Assessment Items between Korea and Japan (한국과 일본의 국가수준 학업성취도 평가 문항 비교 분석)

  • Kim, Bumi;Cho, Hyungmi
    • Journal of the Korean School Mathematics Society
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    • v.24 no.4
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    • pp.407-428
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    • 2021
  • This study compares and analyzes the mathematics assessment items of the middle school's national-level academic achievement tests in Korea and Japan, recently revised as a competency-focused curriculum. By comparing and analyzing the assessment items in each country, the analytic framework is integrated into content areas, contexts, and competencies. The characteristics of each country's assessment items developed for each content area were analyzed using the framework. We suggested some implications on developing and improving national-level academic assessment items.

Social Transformation of Students' Conceptual Model in an RME-based Differential Equations Course: An Analysis of Students' Use of Conceptual Metaphor (RME 기반 수학 교실에서의 개념적 모델의 사회적 변환: 미분방정식에 대한 개념적 은유 사용 패턴 분석)

  • 주미경;권오남
    • Journal of Educational Research in Mathematics
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    • v.14 no.3
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    • pp.221-237
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    • 2004
  • This research analyzed mathematical discourse of the students in an RME-based differential equations course at a university in order to investigate the social transformation of the students' conceptual model of differential equations. The analysis focused on the change in the students' use of conceptual metaphor for differential equations and pedagogical factors promoting the change. The analysis shows that discrete and quantitative conceptual model was prevalent in the beginning of the semester However, continuous and qualitative conceptual model emerged through the negotiation of mathematical meaning based on the inquiry of context problems. The participation in the project class has a positive impact on the extension of the students' conceptual model of differential equations and increases the fluency of the students' problem solving in differential equations. Moreover, this paper provides a discussion to identify the pedagogical factors Involved with the transformation of the students' conceptual model. The discussion highlights the sociocultural aspect of teaching and learning of mathematics and provides implications to improve teaching of mathematics in school.

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Analysis of Quotitive Division as Finding a Scale Factor in Enlargement Context (확대 상황 포함나눗셈에 대한 고찰)

  • Yim, Jaehoon
    • Journal of Elementary Mathematics Education in Korea
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    • v.21 no.1
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    • pp.115-134
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    • 2017
  • It is necessary to understand the characteristics of each type of division problems in other to help students develop a rich understanding when they learn each type of division problems. This study focuses on a specific type of division problems; a quotitive division as finding a scale factor in enlargement context. First, this study investigated via survey how 4th-6th graders and preservice and inservice elementary teachers solved a quotitive division relating to scaling problem. And semi-structured interviews with preservice and inservice elementary teachers were conducted to explore what knowledge they brought when they tried to solve enlargement quotitive division problems. Most of participants solved the given quotitive division problem in the same way. Only a few preservice and inservice teachers interpreted it as a proportion problem and solved in a different way. From the interviews, it was found that different conceptions of context and decontextualization, and different conceptions of times (as repeated addition or as a multiplicative operator) were connected to different solutions. Finally, three issues relating to teaching enlargement quotitive division were discussed; visual representation of two solutions, conceptions connected each solution, and integrating quotitive division and proportion in math textbooks.

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Research Trends of Psychology Studies Published in 『Journal of the Korean Gerontological Society』 (『한국노년학(韓國老年學)』의 심리학 분야 연구동향)

  • Jung, Taeyun;Youn, Gahyun
    • 한국노년학
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    • v.38 no.3
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    • pp.767-782
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    • 2018
  • Academic research of the elderly psychology flourishes in an aging society. The basic concern of both psycho-gerontology dealing with psychological processes of aging and geronto-psychology dealing with psychology of the elderly is with the maintenance of high quality of life and well-being. Given this context, the present study examined research trends of 91 depression and suicide studies and 31 aging and successful aging studies, and compared the trends with those identified in studies published within the first 30 years. It was found that a majority of studies are concerned with the direct or mediating effects of depression on suicide and everyday life, risk factors influencing depression, perceptions of aging and factors influencing those perceptions, and successful aging and factors influencing successful aging. Further, the number of studies of these topics is greater than that of studies published within the first 30 years. The findings were discussed in the context of heightening the quality of life of the older adults.

Fifth Graders' Understanding of Variables from a Generalized Arithmetic and a Functional Perspectives (초등학교 5학년 학생들의 일반화된 산술 관점과 함수적 관점에서의 변수에 대한 이해)

  • Pang, JeongSuk;Kim, Leena;Gwak, EunAe
    • Communications of Mathematical Education
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    • v.37 no.3
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    • pp.419-442
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    • 2023
  • This study investigated fifth graders' understanding of variables from a generalized arithmetic and a functional perspectives of early algebra. Specifically, regarding a generalized perspective, we included the property of 1, the commutative property of addition, the associative property of multiplication, and a problem context with indeterminate quantities. Regarding the functional perspective, we covered additive, multiplicative, squaring, and linear relationships. A total of 246 students from 11 schools participated in this study. The results showed that most students could find specific values for variables and understood that equations involving variables could be rewritten using different symbols. However, they struggled to generalize problem situations involving indeterminate quantities to equations with variables. They also tended to think that variables used in representing the property of 1 and the commutative property of addition could only be natural numbers, and about 25% of the students thought that variables were fixed to a single number. Based on these findings, this paper suggests implications for elementary school students' understanding and teaching of variables.

Analysis on Problems of Elementary Mathematics Textbooks - Focused on Addition and Subtraction with Carry on in the Range of Two Digit Numbers - (초등학교 수학 교과서 문제의 정량·정성 분석 - 두 자리 수 범위의 받아올림이 있는 덧셈과 받아내림이 있는 뺄셈을 중심으로 -)

  • Chang, Hyewon;Do, Joowon;Youn, Jeongmin;Lee, Daehyun;Nam, Jihyun
    • Journal of Educational Research in Mathematics
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    • v.27 no.4
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    • pp.747-764
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    • 2017
  • Problems in mathematics textbooks are very important because there is a high reliance on textbooks in elementary school mathematics classes and there is a strong belief that mathematics is to find the solution to problems. Considering this importance, we analyzed problems in elementary mathematics textbooks quantitatively and qualitatively. Concretely, problems of addition and subtraction with carry on in the range of two digit numbers in the mathematics textbooks from the 1st to the 2015 national revised curriculum were analyzed. As a result, the problems in each textbook were found to reveal important features of the textbook reflecting changes in curriculum and educational background. And the problem of textbooks has changed in the direction of enhancing students' reasoning, communication, and problem solving ability. Based on these results, we suggested several implications for dealing with problems in elementary mathematics textbooks.

Mathematically Gifted Students' Problem Solving Approaches on Conditional Probability (수학 영재 학생들의 조건부 확률 문제해결 방법)

  • Na, Gwi-Soo;Lee, Kyung-Hwa;Han, Dae-Hee;Song, Sang-Hun
    • School Mathematics
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    • v.9 no.3
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    • pp.397-408
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    • 2007
  • This research intends to look into how mathematically gifted 6th graders (age12) who have not learned conditional probability before solve conditional probability problems. In this research, 9 conditional probability problems were given to 3 gifted students, and their problem solving approaches were analysed through the observation of their problem solving processes and interviews. The approaches the gifted students made in solving conditional probability problems were categorized, and characteristics revealed in their approaches were analysed. As a result of this research, the gifted students' problem solving approaches were classified into three categories and it was confirmed that their approaches depend on the context included in the problem.

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과학영재들의 국가-사회적 문제 인식에 대한 성차 - 북한 핵문제를 중심으로 -

  • 박상태;변두원;심규철;박종석;김여상
    • Proceedings of the Korean Society for the Gifted Conference
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    • 2003.05a
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    • pp.139-139
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    • 2003
  • 오늘날 세계는 일반국민과 과학기술의 상호관계에 대해 두 가지 큰 논쟁에 빠져있다. 하나는 국민의 과학기술에 대한 공동체 유대감을 어떻게 형성하느냐하는 것과, 또 다른 하나는 과학기술에 대한 일반국민의 이해 수준을 어떻게 측정하느냐에 대한 것이다. 다시 말해서 이제 과학계는 금연캠페인이나 환경캠페인의 성공처럼, 과학기술 지식을 활용하는 데 국민의 참여를 불러오도록 적극적으로 나서야 하며, 그것을 통해 과학기술에 대한 국민의 이해를 높일 수 있다는 주장이다. 즉 일반국민의 과학기술에 대한 공동체 유대감을 높이는 길은 그들의 관심에 근거할 때 가능하며, 그런 과정에서 과학기술에 대한 이해도 높아진다. 예컨대, 지금 우리 국민의 최대 관심사는 급성호흡기장애로 죽음까지 불러오는‘사스 (SARS)’확산과 북한의‘핵무기’소유이다. 그렇다면, 과학기술계와 국가가 전적으로 나서서 그 문제들을 해결하는 모습을 보일 때, 과학기술에 대한 국민의 공동체 유대감이 형성될 수 있고, 나아가 병리학과 핵물리학 자체에 대한 일반국민의 이해도 증진될 수 있다. 본 연구는 이러한 맥락에서, 과학영재 학생들의 과학기술에 대한 이해도를 알아보기 위해 요즈음 국제 사회적으로 커다란 이슈가 되고 있는 북한 핵문제에 대해 과학영재들은 어떤 생각을 갖고 있으며, 어느 정도 이해하고 있는지를 설문조사 하였으며, 이를 남학생과 여학생을 구분하여 분석하였다. 설문에 응답한 학생들은 모두 85명으로 공주대학교 과학영재교육원 영재교육 프로그램에 참여하고 있다.

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A Folktale education that promotes communication between generations considering difference in cultural background (문화적 맥락의 차이에 따른 설화 향유의 한 양상과 세대 간 소통을 위한 설화 교육 시론)