• Koreanishche Zeitschrift fur Deutsche Sprachwissenschaft
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• v.7
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• pp.1-24
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• 2003

우리는 지금까지 독일어와 한국어 두 언어간의 오류분석을 논의해 왔다. 특히 언어유형학적인 측면에서 몇 가지 오류유형과 분석을 시도했다. 그 결과는 대체로 다음과 같이 요약될 수 있다. 독일어와 한국어가 서로 근본적으로 상반되는 언어현상과 더불어 약간의 공통성을 나타내며 일정한 유형을 나타낸다. 이는 두로 인간의 언어습득장치에 기인된 언어습득의 결정주의(Determinismus)에서 비롯될 것이다. 언어특성/문제의 체계성/규칙성 또는 일관성은 이를 반영한다. 거대한 언어자료 중에 극히 미미한 일부, 즉 언어최소량를 정복함으로써 그 효용성을 극대화할 수 있는 것은 매우 중요한 의미를 지닌다. 이를 연구 이용하는 경우에는 엄청난 효과와 가능성을 기대할 수 있을 것이다. (1) 독일어와 한국어의 학습 및 오류분석에서 가장 핵심적인 것은 언어유형학적으로 드러난 언어특성, 즉 전치성(독일어/영어)과 후치성(한국어)이다. 이를 토대로 형성된 대립적인 면과 공통적인 문제를 체계화하는 것이 역시 오류분석 문제의 관건이다. 또한 독일어가 아직 후치성 언어(한국어(TXV))에서 출발해서 전치성 언어(영어(SVX))로 발전/변화해 가는 과정, 즉 중간단계인 TVX에 머물고 있다는 사실이 중요한 의미를 지닌다. 즉 그들의 대극성과 유사성을 연결하는 실마리로 볼 수 있기 때문이다. (2) 일치(Kongruenz)/상관(Korrelation) 및 반복(Wiederholung) 현상, 그리고 격변화와 인칭변화 현상은 어순문제와 더불어 형태론적 문제를 통해 문법적인 확인수단으로 작용한다. 이들은 대부분 체계적/구조적으로 나타나기 때문에 학습자는 흔히 같은 유형에서 반복적으로 오류를 범하기 마련이다. 이를 극복하기 위해서 언어 유형학적 오류분석을 이해하고 또한 이를 통해 오류를 줄이거나 예방하는 학습이 필요하다. (3) 명사가 한정사구 안에서 성/수/격에 따라 변화하는 것과 동사가 동사구에서 주어의 인칭/수에 따라 인칭변화 하는 것은 우리 한국인에게는 아주 이색적인 현상이다. 이는 양면적인 수식구조에 대한 확인수단 및 원자가에 의한 강력한 형식위주 언어인 독일어와 전위적인 단일 수식구조와 부정형 동사를 특성으로 형성된 핵/최소문 언어간의 필연적인 적응관계 및 결과라고 볼 수 있다. 이 두 가지 유형 역시 언어특성에 따라 도식화/공식화 할 수 있다. (4) 괄호현상, 즉 으뜸머리(Hauptkopf)가 버금머리(Nebenkopf)와 분리하는 것은 우리 한국인에게는 아주 이색적인 언어현상이다. 한국어에는 머리의 이동이 없기 때문이다. 긴 구문에서 버금머리를 잊어버리거나 실수하는 것은 모든 괄호구문에서 예견되는 결과이다. 그러나 이는 정치성과 후치성 언어간의 전이 과정으로 이해될 수 있다. 으뜸머리가 원래의 자리를 박차고 소속 구/문의 앞자리로 도약한 것처럼 느껴지기 때문이다. (5) 전치 및 후치 수식이 유동적으로 작용하는 독일어는 전치 수식만으로 고정된 한국어보다 복잡하지만 균형적인 언어구조이다. 이러한 수식구조에서 한국인은 흔히 형태 및 어순에서, 그리고 번역에서 오류를 범하고 만다. (6) 그러나 가장 중요한 것은 아는 것을 제대로 이용하는 문제이다. 모국어/L2를 자유로이 말하고 쓸 때까지, 즉 언어습득에는 일체이 문법이나 도표/도식을 이용할 필요가 없다는 사실이다. 이는 17세기 서구의 이성주의 철학자들의 한결같은 경고이다. 오늘날 초고속 과학문명에서 더욱 빛을 발하는 것은 당연한 결과이다. 한 언어 속에 들어있는 문법체계를 익혀 가는 것이 곧 언어습득 과정이지만, 이를 달성하는 가능성 내지 첩경은 실제적인 언어자료와 체험이지 결코 문법이나 추상적인 개념적 접근이 아님을 웅변하고 있기 때문이다. 핵심적인 문제는 모국어교육에서도 최대 장점인 대화를 통한 언어연습/대화 기회를 최대한 보장하는 데 있다. 또한 언어간섭 현상을 조장하는 분위기를 막아야 할 것이다. 이러한 의미에서 교수법 개발이 외국어/L2 성공의 관건일 것이다. (7) 언어학습에서 오류를 극복하는 데는 일차적인 실제 상황에 부합하는 대화적인 연습, 그리고 효과적인 언어자료 접촉, 즉 독서와 모방이 중요하다. 이차적이고 직접적인 것은 통사(Syntax) 및 형태론(Morphologie)를 익힐 수 있는 말/문을 끊임없이 익히는 일이다. 이것이 또한 언어최소량을 충족시켜 언어습득에 이르는 첩경이다. 자연 생태적인 모국어 학습 또는 조정 및 제도적인 언어학습에서도 실제상황에 어긋나는 문법적인 체계에 얽매이는 도식 및 도표 위주의 텟스트는 일시적인 기대일 뿐이다. 인간의 언어습득장치를 이해하지 못한 결과이기 때문이다. 문법적인 개념위주 접근은 상당한 설명이 필요해서 절박한 자료와 체험까지 앗아가기 마련이다. 더구나 이를 위해 수준을 무시하고 모국어로 일관하여 벙어리와 문맹을 자초하는 것은 참으로 어리석은 일이다. 지식 정보화 시대 및 세계화 시대에는 무엇보다도 교육 및 언어정책이 국가 발전의 원동력이다. 특히 영어를 비롯한 외국어 학습능력과 학습방법은 매우 중요하다. 학습자에게 말하고 쓰는 기본 능력을 보장하는 것이 급선무이다. 이를 위한 작업의 하나가 바로 언어간의 오류분석일 것이다. 언어의 습득과 활용이 체계적이듯이 오류분석 역시 상당히 체계적이다. 그래서 인간의 언어습득과 언어습득장치를 두고 결정론(Determinismus)이 지배적이다. 이러한 의미에서 언어습득의 3대 요소, 즉 언어습득장치를 구비한 인간으로 태어나고, 해당 언어를 통한 일관된 언어체험/학습으로 언어최소량을 충족해야 한 언어를 정복할 수 있다는 것은 결정적인 사실이다. 학생고객에게 다가서는 책임교육으로 교육개방에 대비하는 일 역시 시대적인 상황이요 또한 결정적인 단계임엔 틀림이 없을 것이다.

• Communications of Mathematical Education
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• v.21 no.2 s.30
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• pp.153-176
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• 2007

The purpose of this paper is to analyze teaching-learning program which can be applied to mathematically gifted students in primary school, Our program is based on constructivist views on teaching and learning of mathematics. Mainly, we study the algorithmic thinking of mathematically gifted students in primary school in connection with the network problems; Eulerian graph problem, the minimum connector problem, and the shortest path problem, The above 3-subjects are not familiar with primary school mathematics, so that we adapt teaching-learning model based on the social constructivism. To achieve the purpose of this study, seventeen students in primary school participated in the study, and video type(observation) and student's mathematical note were used for collecting data while the students studied. The results of our study were summarized as follows: First, network problems based on teaching-learning model of constructivist views help students learn the algorithmic thinking. Second, the teaching-learning model based on constructivist views gives an opportunity of various mathematical thinking experience. Finally, the teaching-learning model based on constructivist views needs more the ability of teacher's research and the time of teaching for students than an ordinary teaching-learning model.

• Journal of the Korean Academy of Child and Adolescent Psychiatry
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• v.13 no.1
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• pp.93-103
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• 2002

The aim of this study is to examine the diagnostic profiles and related clinical variables of children with attention and hyperactivity in psychiatric outpatient clinic. Seventy one children with age range of 5 to 14 were diagnosed by DSM-IV, and assessment battery including KEDI-WISC, KPI-C, ADS(ADHD Diagnostic System) were completed. The subjects were divided into 3 diagnostic groups：ADHD only(n=17), ADHD comorbid(n=27), Other diagnosis(n=27). The results were as follows：In ADHD comorbid group, tic disorder, developmental language disorder, borderline intellectual function, oppositional defiant/conduct disorder, and learning disorder were combined in descending order. Other diagnosis group consisted of tic disorder, borderline intellectual function, depression/anxiety, oppositional defiant/conduct disorder, and others. There were significant differences in IQ, PIQ, and VIQ among the three groups, and ADHD only group showed higher scores of IQ and VIQ than ADHD comorbid group. On the KPI-C, there were no significant differences in all subscales among the three groups. On the visual ADS, omission error and sensitivity showed significant differences among the three groups, and ADHD comorbid group represented higher omission error and lower sensitivity than other diagnostic group. The findings indicated that the inattention and hyperactivity symptoms could be diagnosed into diverse psychiatric disorders in child psychiatry, and ADHD children with comorbidity will show more problems in academic performance and school adjustment.

• Journal of Elementary Mathematics Education in Korea
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• v.18 no.2
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• pp.257-278
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• 2014

The concept of zero(0) and calculations involving 0 are a few of the most difficult topics that students experience in learning mathematics. Therefore, it implies that proper guidance to help students understand the desirable concept of 0 and acquire calculating process involving 0 should be provided when we teach numbers and operations. This study aims to investigate instructional situations in relation to the errors of 0 and to search for efficient ways to teach them based on the previous research. To do this, we analysed elementary mathematics textbooks and workbooks. The result showed that $0{\div}$(a number) and the division of which quotient includes 0 as a middle digit lacked in current textbooks and workbooks. We devised the learning activities of the two topics for 3rd grades and 4th grades, respectively. We expect that the activities will be helpful to devise learning activities of textbook and suggest some implications for teaching the calculations involving 0.

• Journal of the Korean Academy of Child and Adolescent Psychiatry
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• v.16 no.1
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• pp.90-97
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• 2005

Objectives : The present study was conducted to investigate a correlation of ADS and KEDI-WISC measures. Methods : The data of 91 children were used. On KEDI-WISC, PIQ, VIQ, and 11 subtest measures, and on ADS, 4 variables (ommission error rate, commission error rate, response time mean, and response time deviation) were analyzed. Results : The correlations of Ommission Error Rate and Coding, Digit Span, and Arithmetic, the correlations of Commission Error Rate and Object assembly, Picture Completion, Arithmetic, Digit Span, and Coding, the correations of Response Time Mean and Coding, and the correlations of Response Time Deviation and PIQ, and Coding were significant. Conclusion : ADS variables and several IQ scores are significantly related.

• Journal of Educational Research in Mathematics
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• v.26 no.3
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• pp.565-581
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• 2016

Intuition in the mathematical problem solving has been stressed the importance with the logic because intuition is the cognition that give significant clue or idea to problem solving. Fischbein classified intuition by the origin; primary intuition and secondary intuition And he said the role of the personal experience and school education. Through these precedent research, we can understand the social influence. This study attempt to investigate social intuition model of Haidt, moral psychologist that has surfaced social property of intuition in terms of the mathematical problem solving. The major suggestions in problem solving and the education of intuition are followed. First, I can find the social property of intuition in the mathematical problem solving. Second, It is possible to make the mathematical problem solving model by transforming the social intuitionist model. Third, the role of teacher is important to give the meaningful experience for intuition to their students. Fourth, for reducing the errors caused by the coerciveness and globality of intuition, we need the education of checking their own intuition. In other words, we need intuition education emphasized on metacognition.

• Korean Journal of Biological Psychiatry
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• v.13 no.2
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• pp.70-81
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• 2006

Objective : The purpose of this study was to investigate the differences of the cognitive performance, emotional and behavioral problems among the attention-deficit/hyperactivity disorder(ADHD) groups that show the difference between visual and auditory attention. Method : Using 'ADHD Diagnostic System(ADS)', visual attention and auditory attention of 98 children diagnosed as ADHD were measured. According to the omission and commission error of ADS, they were divided into three groups ; 1) the group whose each visual omission and commission error scores were higher than each auditory omission and commission error scores(VV group), 2) the group whose each auditory omission and commission error scores were higher than each visual omission and commission error scores(AA group), 3) the group that was the rest of VV and AA group(M group). And the results of both the subscales of Korean Educational Development Institute-Wechsler Intelligence Scale for Children(KEDI-WISC) and the subscales of Korean Child Behavior Checklist(K-CBCL) among three groups were compared. Finally, the correlation between the visual omission, visual commission, auditory omission, auditory commission error and the results of KEDI-WISC, K-CBCL were investigated. Results : The results were as follows ; 1) In 98 ADHD children, the number of VV group(N=56) was higher than that of AA (N=10) and M group (N=32). 2) All mean scores of the subscales of KEDI-WISC of VV group were higher than those of M and AA group. The score of verbal IQ(p=.039) of VV group was significantly higher than that of AA group and the scores of block design(p=.015), Kaufman's factor 2(p=.045), performance IQ(p=.004) were significantly higher than those of M group. The score of full IQ(p=.004) were significantly higher than that of M and AA group. 3) The mean scores of all K-CBCL subscales of VV group were higher than those of M and AA group, except the score of Somatic complaint subscale. The score of Social subscale(p=.041) of VV group was significantly higher than that of AA group. The score of Withdrawn subscale(p=.021) of AA group was significantly higher than that of VV group. 4) There were no significant correlation between the scores of visual omission/commission error and those of each subscale of KEDI-WISC. But, there were many significant correlations between the scores of auditory omission/commission error and those of each subscale of KEDI-WISC. 5) There were significant correlation between the score of the visual omission error and that of Thought problem subscale(r=.205, p=.043) of K-CBCL. There were significant correlation between the scores of the auditory omission error and those of Social subscale(r=-.319, p=.001), Social problems subscale(r=.206, p=.042), Thought problem subscale(r=.235, p=.021). Finally, there were significant correlation between the scores of auditory commission error and those of Social subscale(r=-.241, p=.017), Thought problem subscale(r=.235, p=.020). Conclusion : The ADHD children whose auditory attention ability were higher than visual attention ability had relatively better cognitive performance and less emotional/behavioral problems than the others. The more comprehensive experiment will be needed about the cognitive performance, emotion and behavior problems of the ADHD children showing the difference between visual and auditory attention.

• Journal of the Korean earth science society
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• v.23 no.3
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• pp.221-233
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• 2002

This study investigated preservice science teachers' understandings of philosophical foundations(i.e., ontological and epistemological beliefs) underlying constructivist notions of learning. The teacher education program these subjects participated in explicitly addressed philosophical notions consistent with different views of constructivism. For these preservice science teachers, the program provided them with the opportunity to reflect upon the implications that their ontological and epistemological commitments had for their role as a science teacher. Data from four in-depth interviews were used to explore changes in each preservice science teacher's ontological beliefs, epistemological commitments, and pedagogical preferences. Results indicated that ontological beliefs and epistemological commitments were not necessarily consistent with conceptions of science teaching and learning for these preservice teachers. While some students internalized idealist and relativist perspectives, they did not integrate these relativist epistemological views into their preferred instructional practices. Also, regarding the fallible and tentative nature of knowledge, data in this study indicated that participants' epistemological beliefs about scientific Knowledge did influence how they were thinking about their roles as science teachers. Implications for teacher education programs and research on preservice science teacher's philosophical beliefs are discussed.

• The korean journal of orthodontics
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• v.28 no.1 s.66
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• pp.75-83
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• 1998

This study was done to recognize the importance of errors in measurements of cephalometric radiograph and to find the anatomical structures those need special care to select as a reference points through the detection of the systematic errors and estimation of random errors. For this purose, 100 cephalometric radiographs were prepared by usual manner and 61 reference points, and 130 measurement variables were established. Measurement errors were detected and estimated by the comparison of the 25 randomly-selected samples for repeated measurements with the main sample. The following results were obtained : 1. In comparison of the repeated measurements, there were statistical significant differences in 24 variables which were 18.4% of 130 total variables. 2. The frequency of the difference in identification of the reference points between the repeated measurements was very high in the root apex of upper incisor(as), the most posterior wall of maxilla(tu), soft tissue nasion(n'), soft tissue frontal eminence(ft), and ad3 in airway. 3. After correction of reference points marking until the level of below 5% significance, the range of random errors were from 0.67 to 1.71 degree or mm. 4. The variable shown the largest random error was the interincisal angle(ILs-ILi). 5. Measurement errors were mainly caused by the lack of precision in anatomic definitions and obscure radiographic image. From the above results, the author could find the high possibility of errors in cephalometric measurements and from this point, we should include error analysis in all the studies concerning measurments. In is essential to have a concept of error analysis not only for the investigator but also for a reader of other articles.

• Education of Primary School Mathematics
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• v.14 no.3
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• pp.317-328
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• 2011

We analyzed errors committed by Korean prospective elementary teachers in finding and interpreting quotient and remainder within measurement division of fractions. 65 prospective elementary teachers were participated in this study. They solved a word problem about measurement division of fractions. We analyzed solutions of all participants, and interviewed 5 participants of them. The results reveal many of these prospective teachers could not tell what fractional part of division result means. Thses results suggest that teacher preparation program should emphasize interpreting calculation results within given situations.