• Journal of the Korean School Mathematics Society
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• v.21 no.2
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• pp.141-160
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• 2018

In order to propose effective learning methods to teach basic mathematics course for students of business administration, we conducted the survey on recognition and attitude on mathematics subjects, and analyzed academic achievements of the business mathematics as a basic mathematics course in relation to the results of the survey. First, we investigated learning contents and problems difficult for students to understand in the course, and presented the instructional method and significance of them with examples. These learning contents and problems were collected from the students using the mathematics cafe. Furthermore, we analyzed types of the incorrect answers on the midterm and final examinations in the business mathematics. Although it is difficult to generalize the finding to all of the business administration students due to differences in academic level and educational environment, much work has been put in to present learning method of the business mathematics for students of business administration.

• Journal of the Korean Statistical Society
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• v.10
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• pp.14-15
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• 1981

통계학의 방법론과 이론을 교수 및 연구해온지도 벌써 오랜세월이 지났지만, 한국통계학이 이론적(수리적)인 연구가 정착되지 못한 이유는 여러가지가 있겠지만, 발표자가 지적하였듯이 수리통계 학자들의 궁핍 등의 이유를 들 수 있겠다. 60년대 몇몇 대학만이 통계학과를 운영해 오고 있었으나, 70년대 들어와서 전국 각대학(교)에 통계학과의 설치인가를 받아 활발히 통계학과의 기초를 닦고 있는 현시점에서 앞으로 이론 통계학 분야의 중요성과 필요성을 발표자가 피력함으로써 이론 통계학의 중요성을 재인식시키는데 큰 도움을 줄 것이다. 통계적 이론의 바탕이 발전되어야, 이를 기반을 둔 통계적 방법 및 응용 또한 발전이 따르기 마련이기 때문이다. 추상적인 이론이라 하여, 그것을 우리는 배격할 필요는 없다. 아무리 추상적인 이론이라 할지라도 그 바탕은 간단한 문제에서 출발하고, 그 추상적인 결과 역시 여러 분야에 응용되고 있지 않는가\ulcorner 예를 들면, 수학에 있어서 위상수학은 추상적인 분야라는 사실은 너무나 잘 알고 있다. 이것 또한 수직선을 기초로 두고 생각을 했고, 그 결과 추상적 이론이 수없이 전개되어 오고 있다. 이 추상적인 이론이라 할지라도 물리학, 공학 및 경제학 등에 응용되고 있음은 어느 누구도 부인할 수 없을 것이다. 그러므로 통계학에서 이론 통계분야의 중요성과 필요성을 지적한 점은 그 의의가 크다 하겠다. 이 중요성과 필요성을 재인식함으로써 우리나라의 이론 통계학분야의 사고를 더욱 발전시켜 기초과학으로써의 기반을 튼튼하게 해야할 것이다.

• Journal of Gifted/Talented Education
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• v.12 no.1
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• pp.61-76
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• 2002

The purpose of this study is to investigate the education system for science 34gifted/talented students in Korea. There are fifteen science gifted/talented education centers established in major universities, sixteen science high schools and one research center for the gifted education in science located at KAIST. To examine the selection procedure and the curriculum of the education centers and science high schools, the annual reports of the fifteen education centers and the annual plans of sixteen science high schools are analyzed. About 200 gifted/talented students are employed in the field of science, mathematics and information science at each education center, Multidimentional education system is developed for efficient way of teaching for the gifted. The curriculum and teaching method for each education center is unique and different from the science high schools that follow nationally given form. This study shows new selection method and unique curriculum for the science gifted/talented students employed in the education centers. Also, current situation of science high schools are reported in this study. Finally we suggest the systematic way of developing the education system for the gifted in science in korea.

• Journal of Engineering Education Research
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• v.19 no.3
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• pp.44-53
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• 2016

In the engineering students, MSC is the most important basic areas in education. Also, the calculus is a main subject in the MSC. So calculus has been operating the annual number of courses at the university. We introduced the concept of joint control ; the joint syllabus, test and assessment. In harsh conditions to maintain joint control system of the calculus, we built a computer-aided-system to manage web-based result processing system. In this paper, we discussed the necessity and effectiveness of joint control system for calculus.

• Journal of Engineering Education Research
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• v.22 no.5
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• pp.3-12
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• 2019

Due to the expansion of rolling admissions and diversification of college admissions, the widening gap between the level of scholastic ability and academic performance is the reality of college education. Thus, based on the incoming class of College A, this study analyzes the correlation between incoming students who enrolled in a college mathematics course during their first semester. Through this analysis, this study searches for a way to efficiently instruct students from various learning backgrounds when enrolled in the same course. Also, this study searches for a solution to lower the deviation of college mathematics' academic performance among engineering majors by examining the efficiency of a joint managed college mathematics curriculum.

• Research in Mathematical Education
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• v.7 no.3
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• pp.139-150
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• 2003

The purpose of this paper is to review the gifted education from a reflective perspective. Especially, this research touches upon the issues of selection process from a critical point of view. Most of the problems presented in the mathematics competition or in the programs for preparing such competitions share the similar characteristic: the circumstances that are given for questions are too artificial and complicated; problem solving processes are superficially and fragmentally related to mathematical knowledge; and the previous experience with the problem very much decides whether a student can solve the problem and the speed of problem solving. In contrast, the problems for selecting students for Gifted Education Center clearly show what the related mathematical knowledge is and what kind of mathematical thinking ability these problems intend to assess. Accordingly, the process of solving these problems can be considered an important criterion of a student's mathematical ability. In addition, these kinds of problems can encourage students to keep further interest, and can be used as tasks for mathematical investigation later. We hope that this paper will initiate further discussions on issues derived from the mathematically gifted student selection process.

• Journal of the Korean School Mathematics Society
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• v.8 no.2
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• pp.291-314
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• 2005

The purpose of this paper was to investigate the difficulties experienced by the novice elementary school teachers in the mathematics classes and suggest some implications for teacher education and effective adaptation of novice teachers. The researchers observed mathematics lessons of 6 novice elementary school teachers and interviewed on the difficulties that they experience in teaching mathematics. The data were collected by lesson observations, interviews, discussion and email communications and categorized the data the types of difficulties those the teachers experience. The difficulties were difference between theory and practice, explanation, questioning, differentiated lesson, application of teaching method, evaluation, and understanding of mathematics. The implication from this study is that novice teachers need to supported by the administration as well as actively participate at various types of educational meetings.

• Communications of Mathematical Education
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• v.33 no.1
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• pp.1-19
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• 2019

This study deals with the case of student-centered discrete mathematics class with cyber lab. First, we provided lecture notes and cyber labs we developed. In particular, discrete mathematics is a course that covers the principles of algorithms. The purpose of this study is to provide students with basic mathematics, aiming to actively participate in the learning process, to improve their abilities and to reach the ultimate goal of student success with confidence. Second, based on interactions, students were able to prepare for the lectures, review, question, answer, and discussion through an usual learning management system of the school. Third, all the students generated materials through one semester, which were reported, submitted, presented and evaluated. It was possible to improve the learning effectiveness through the discussions and implementation of using some easy open source programming language and codes. Our discrete math laboratory could be practiced without any special knowledge of coding. These lecture models allow students to develop critical thinking skills while describing and presenting their learning and problem-solving processes. We share our experience and our materials including lecture note and cyber lab as well as a possible model of student-centered mathematics class that does not give too much of work load for instructors. This study shares a model that demonstrates that any professor will be able to have an individualized, customized, and creative discrete education without spending much of extra time and assistant, unlike previous research.

• Journal of Digital Convergence
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• v.14 no.12
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• pp.441-449
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• 2016

Today, as a daily routine such as administration/finance is operated under information system and various cyber crime against national, public, and private institutions happen, demand for information security manpower is increasing. Hence, Ministry of Education has formed an Institute of Information Security Education for the Gifted to early discover talent in the field of information security and train professional personnel with specialty and ethics in 4 universities of country in 2014. But the nascent Institute of Information Security Education for the Gifted lack systematic analyses compared to Institute of Mathematics and Science Education for the Gifted that has existed from a long time ago. In this paper, we analyze the state of the Institute of Information Security Education for the Gifted in three parts: operation, selection, education and suggest an improvement to build a practical program for effective operations and education.

• Proceedings of the Korea Water Resources Association Conference
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• 2022.05a
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• pp.286-286
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• 2022

홍수피해를 최소화하기 위한 수공구조물의 적정 규모 결정을 위해 사용되는 홍수빈도분석에는 통계적 분석절차에 따른 불확실성이 포함된다. 따라서 불확실성이 포함된 범주 내에서 가장 적절한 설계홍수량(design flood)를 결정하는 과정은 수공구조물의 최종단계에서 중요하게 다루어져야 하는 부분이나 이를 제시한 연구는 많지 않다. 비용-편익 분석기법을 홍수빈도분석 절차에 도입하여 구성되는 총 기대비용함수(total expected cost function)는 설계홍수량 중 최적 설계홍수량(optimal design flood)를 결정하기 위한 새로운 접근방식이다. 이 절차는 UNCODE(UNcertainty COmpliant DEsign)로 명명되어 사용된 바 있으나, 국내에서는 아직 적용 결과가 소개되지 않고 있다. 따라서 본 연구에서는 UNCODE의 수학적 구성 절차를 소개함과 함께 북한강수계에 위치한 수력발전댐(화천댐, 춘천댐, 의암댐, 청평댐)의 년최대유입량을 사용하여 최적 설계홍수량을 산정하고 이 결과를 기존 홍수빈도분석 결과와 비교하였다. 불확실성이 고려된 총 기대비용함수로부터 확률분포함수들(Gumbel 및 GEV)의 모수를 추출하는 과정에서 Metropolis-Hastings 알고리즘을 사용하여 불확실성의 범위를 추정하였으며, 비용-편익 분석기법에 사용되는 비용 및 피해함수는 수학적 구성의 편의성을 위하여 1차 선형함수로 가정되었다. 4개의 발전용댐, 2개의 확률분포 및 2개의 재현기간에 대하여 최적 설계홍수량의 중앙값이 기존 홍수빈도분석 절차에 의해 산정된 설계홍수량보다 일정 정도 큰 값으로 산정됨을 알 수 있었다. 향후에는 본 연구에서 적용된 절차를 간단한 수식형태로 함수화하여 발전용댐 운영의 실무업무나 하천기본계획의 수립 등에 있어 비용-편익분석 기법의 적용성을 높이기 위한 연구가 진행될 필요가 있을 것으로 판단된다.