• 영어어문교육
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• 제17권2호
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• pp.1-18
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• 2011

The object of this study is to show some features of English, focused on such mechanics as punctuation and transition, in Korean presidential addresses transcribed in English which are different from those of the United States. Towards that end, the presidential addresses of the United States and Korea from January, 2010 to June, 2010 are collected, made into corpora, and analyzed. Through analyzing the corpora, this paper is to address the following research questions: (1) What features can be regarded as different in terms of punctuation and transition? (2) If there are any differences between the corpora, are they significant enough to pose any problems for Korean and American English users to communicate with each other? (3) If so, what can be done to solve the problems in regard to pedagogical implications? Overall, as for punctuation, both Presidents' addresses share a lot in common, even with some idiosyncratic variations though. However, there are some noticeable differences in transitional devices. It is not clear whether those should be taken as a sign of personal preference, though. Transitional markers are meant to be part of wording in writing. (196 words).

• 한국수학사학회지
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• 제28권6호
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• pp.311-320
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• 2015

In 1613 the official-scholar LI Zhi-zao (李之藻) of the Ming Dynasty, in collaboration with the Italian Jesuit Matteo RICCI (利瑪竇), compiled the treatise Tongwen Suanzhi (同文算指). This is the first book which transmitted into China in a systematic and comprehensive way the art of written calculation that had been in common practice in Europe since the sixteenth century. This paper tries to see what pedagogical lessons can be gleaned from the book, in particular on the basic operations in arithmetic and related applications in various types of problems which form the content of modern day mathematics in elementary school education.

• 한국수학교육학회지시리즈D:수학교육연구
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• 제2권2호
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• pp.57-69
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• 1998

In the article, an analysis of solutions to six problems of geometrical character at the begining of school attendance is shown. Problems were assigned to students individually and were evaluated from different points of view. The previous research was focused mainly on their arithmetical competence. But geometry also belongs in primary education. Therefore we prepared an analogous investigation which was focused on geometrical competence. The experiment confirms that our children have, at the beginning of school attendance, a good level of visual appreciation of their surrounding world. Our schools do not systematically develop further this skill.

• 영어어문교육
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• 제16권3호
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• pp.207-229
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• 2010

The present study has sought to explore the critical issues of English immersion education through the voices of the four elementary teachers who have recently taught at immersion programs under the guidance of Busan Metropolitan City Office of Education. The interview data with three teachers and the teaching journals of one teacher were analyzed and categorized into two emergent themes: (1) current difficulties in the immersion programs and (2) possible problems with the implementations of immersion programs in all public schools. Specifically, the first issue included teachers' inadequate teaching skills for immersion programs, accumulated learning losses, and lack of immersion class hours. The second issue included workload imposed on immersion program teachers, promotion of private education, learning losses of other subjects, and administration for show. Finally, pedagogical implications are suggested.

• 한국수학교육학회지시리즈D:수학교육연구
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• 제12권3호
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• pp.215-233
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• 2008

Deep comprehension of basic mathematical notions and concepts is a basic condition of a successful teaching. Some elements of algebraic thinking belong to the elementary school mathematics. The question "What stays the same and what changes?" link arithmetic problems with algebraic conception of variable. We have studied beliefs and comprehensions of future elementary school mathematics teachers on early algebra. Pre-service teachers from three academic pedagogical colleges deal with mathematical problems from the pre-algebra point of view, with the emphasis on changes and invariants. The idea is that the intensive use of non-formal algebra may help learners to construct a better understanding of fundamental ideas of arithmetic on the strong basis of algebraic thinking. In this article the study concerning arithmetic series is described. Considerable number of pre-service teachers moved from formulas to deep comprehension of the subject. Additionally, there are indications of ability to apply the conception of change and invariance in other mathematical and didactical contexts.

• International Journal of Computer Science & Network Security
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• 제21권5호
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• pp.35-38
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• 2021

The article discusses approaches to the definition and understanding of artificial intelligence, research directions in the field of artificial intelligence; artificial intelligence in the anthropological dimension; the importance of the systems approach as a methodological basis for the design of intelligent systems; structural and functional components of intelligent systems; intelligent systems in the technological aspect; problems and prospects of relations in the system "man - intellectual system".

• 한국수학교육학회지시리즈C:초등수학교육
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• 제25권2호
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• pp.197-211
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• 2022

본 연구의 목적은 자연수 뺄셈의 실생활 맥락 문제 상황에서 '큰 수'와 '작은 수'의 제시 순서와 관련한 교수학적 의사결정의 관례에 대한 개선 방안을 모색하는 것이다. 이를 위하여 수학 교과 전문성을 가지고 있는 초등교사 30명을 대상으로 자연수 뺄셈의 실생활 문제 상황에 등장하는 크고 작은 두 수의 제시 순서와 뺄셈 상황에 대한 교수학적 인식을 조사하였다. 설문 조사를 통해 수집한 자료는 뺄셈의 문제 상황 유형을 분석 기준으로 활용하여 양적, 질적 분석을 하였다. 연구 결과, 뺄셈에 대한 학생들의 사고의 폭을 넓힐 수 있도록 실제 상황의 크고 작은 두 수의 제시 순서를 유지하는 뺄셈의 실생활 맥락 문제 상황을 활용하여 지도할 필요가 있다. 그리고 다양한 실생활 기반의 뺄셈 문제해결 학습이 이루어질 수 있도록 '큰 수'를 먼저, '작은 수'를 나중에 생각해야 하는 문제 상황으로 변형시키는 관례적인 교수학적 조치에 대한 제고가 필요하다. 이를 위해서는 자연수 뺄셈 지도 시 '큰 수'를 먼저, '작은 수'를 나중에 생각해야 하는 뺄셈 문제 상황뿐만 아니라 실생활에서 종종 등장하는 '작은 수'를 먼저, '큰 수'를 나중에 생각하게 되는 뺄셈의 실생활 맥락 문제 상황 도입에 대한 필요성을 교사가 인식하고 이에 대한 교수학적 견해를 갖출 수 있도록 수업 반성 및 연찬의 기회를 제공해야 할 것이다.

• 한국의류산업학회지
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• 제20권1호
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• pp.22-33
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• 2018

The aim of the research study is to carve sustainable business strategies for the fashion communities in Ethiopia and Ukraine which are suffering today due to ever-increasing share of fast fashion consumerism. Fashion houses and international brands propagandize sustainability and consumption for better consumer base, where as originally sustainable local-based craftsmen still stay in the shade. Four communities/local designers are selected from the countries through the method of purposive sampling. Qualitative analysis is the basis of the research as we performed personal interviews and in-depth analysis of the communities to diagnose the problems and subsequently devise the solutions. In this research, we have studied and analyzed the problems faced by hereditary communities and ethnic designers in small and medium scale enterprise sector from two emerging economies. After the grounding the difficulties faced we advised strategies for sustainable future growth to the companies. The current academic literature on small and medium scale enterprises highlights the problems and solutions for general industry sectors. This paper brings attention to fashion communities and designers who promote national heritage and are struggling to survive in emerging economies due to industrialization and globalization. Moreover the comparison of the two geographies is unique in nature.

• International Journal of Computer Science & Network Security
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• 제22권11호
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• pp.141-148
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• 2022

The development of the education system and the labor market today requires new conditions for unification and functioning, the introduction of an innovative culture in the field of Education. The construction of modern management of innovative development of a higher education institution requires consideration of the existing theoretical, methodological and practical planes on which its formation is based. The purpose of the article is to substantiate the modern paradigm of organizing the mechanism of managing the innovative development of higher education institutions. Innovation in education is represented not only by the final product of applying novelty in educational and managerial processes in order to qualitatively improve the subject and objects of management and obtain economic, social, scientific, technical, environmental and other effects, but also by the procedure for their constant updating. The classification of innovations in education is presented. Despite the positive developments in the development of Education, numerous problems remain in this area, which is discussed in the article. The concept of innovative development of higher education institutions is described, which defines the prerequisites, goals, principles, tasks and mechanisms of university development for a long-term period and should be based on the following principles: scientific, flexible, efficient and comprehensive. The role of the motivational component of the mechanism of innovative development of higher education institutions is clarified, which allows at the strategic level to create an innovative culture and motivation of innovative activity of each individual, to make a choice of rational directions for solving problems, at the tactical level - to form motives for innovative activity in the most effective directions, at the operational level - to monitor the formation of a system of motives and incentives, to adjust the directions of motivation. The necessity of the functional component of the mechanism, which consists in determining a set of steps and management decisions aimed at achieving certain goals of innovative development of higher education institutions, is proved. The monitoring component of the mechanism is aimed at developing a special system for collecting, processing, storing and distributing information about the stages of development of higher education institutions, prediction based on the objective data on the dynamics and main trends of its development, and elaboration of recommendations.

• 대한수학교육학회지:수학교육학연구
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• 제26권4호
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• pp.715-730
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• 2016

본 연구는 대수와 기하의 영역을 연결하여 기존의 틀을 새로운 관점에서 이해하고 선대의 수학자들이 해결하지 못한 문제를 다룰 수 있었던 Descartes의 관점을 분석하고 적용 가능한 교수학적 시사점을 찾는 것을 목적으로 하고 있다. 연구의 목적을 달성하기 위하여 대수와 기하의 수학적 연결성을 기반으로 하고 있는 해석기하학의 기본 원리와 전개 방식의 특징을 조명하였으며, 국내 외 교육과정 문서 및 선행 연구를 분석하여 해석기하학의 관점에서 방정식의 기하학적 해법이 갖는 의미를 고찰하였다. 이를 바탕으로 좌표평면에 표현된 도형들의 교점으로 방정식의 기하학적 해를 제시하면서 대수와 기하의 수학적 연결성에 관한 통찰의 기회를 제공할 수 있는 가능성에 대하여 논의하였으며, 두 원뿔곡선의 교점을 활용한 삼차방정식의 기하학적 해법을 탐색 단계, 해결 단계, 반성 단계의 일련의 과정으로 해석하고 이를 교수학적으로 활용할 수 있는 방법을 제시하였다.