• 한국주거학회논문집
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• 제8권3호
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• pp.163-175
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• 1997

This study is aimed at developing the systematic application of logic in composition of architectural space. It is investigated in the logical concept and its development applied to the rule of composition. Applying the method to the architectural composition. it is focused on modeling to the systematic approach in architectural composition. Therefore this study is investigated in the design process on the viewpoint of the systematic approach considering diverse variables. and it is accomplished to logical composition in architectural space. Being more studied. this method is applied to the composition of architect ureal space and practice.

• 한국산업정보학회논문지
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• 제14권4호
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• pp.198-204
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• 2009

수학적 사고의 입장에서 중등학생들이 수학적 문제해결에 논리적 사고와 직관적 사고가 어떻게 작용하는지를 연구하는 것은 수학교육에서 중요하고도 흥미로운 과제의 하나이다. 본 연구의 주된 목적은 중등학교 영재학생을 대상으로 이러한 문제를 조사하는 것이다. 특히 이들 중등영재학생들의 논리적 사고와 직관적 사고에 대한 선호도와 논리형 문제의 문제해결능력 사이의 관계를 로지스틱 회귀분석을 이용하여 조사한다.

• 대한수학교육학회지:학교수학
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• 제2권1호
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• pp.165-181
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• 2000

The teaching-learning methods of figures using computers make loose the difficulties of geometry education from the viewpoint that the abstract figures can be visualized and that by means of this visualization the learning can be accomplished through the direct experience or control. In this thesis, we present a teaching-learning method of figures using Cabri II so that the learners establish their knowledge obtained through their search, investigation, supposition and they accomplish the positive transition to advanced 1earning. So the learners extend their ability of sensuous intuition to their ability of logical reasoning through their logical intuition.

• 한국멀티미디어학회논문지
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• 제16권7호
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• pp.888-896
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• 2013

기존 인터페이스 연구는 전통적인 객관주의 인지 관점에 토대를 둔 수사적 메타포를 중심으로 연구되어 왔다. 그러나 미디어 환경의 변화로 인하여 기존의 연구 관점은 그 논리적 한계를 드러내고 있다. 본 연구에서는 체현 인지에 기반한 개념 메타포를 그 대안으로 제시하고 기존 인터페이스 환경에의 논리적 적합성을 고찰하였다. 고찰 결과 첫째, 체현 인지 관점은 총체적인 인지가 소통하는 공간 개념으로서의 인터페이스 관점을 제공해주는 이론이며, 체현 인지에 기반한 개념 메타포는 보다 구조화된 메타포 논리를 제공하여 복잡한 메타포 구조의 설명에 적합한 것으로 고찰되었다. 둘째, 그릇 이미지 스키마는 '안-밖-경계'의 기본적 구조 외에도 부차적 이미지 스키마를 제공하여 데스크탑 메타포를 설명하는 데 있어 기존 메타포에 비해 구체적이고 세부적인 구조를 제공해 준다. 셋째, 경로 이미지 스키마는 '출발점-경로-목적지'의 기본구조 외에도 부차적 이미지 스키마를 제공하여 기존 메타포가 가지는 논리 구조의 모호성과 혼란성을 해소하고 명확한 논리의 형성이 가능하다. 체현 인지에 기반한 개념 메타포는 인간의 물리적 경험을 그릇, 경로의 이미지 스키마로 표상함으로써 향후 다양한 미디어 환경의 인터페이스를 설명하는 이론적 근간이 될 것으로 기대된다.

• 대한수학교육학회지:학교수학
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• 제10권3호
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• pp.357-374
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• 2008

본 연구는 현재 고등학교 1학년에서 처음 소개되는 복소수 단원의 복소수의 정의와 연산, 그 연산에 대한 성질 등 교과서의 서술 방식이 학생들의 '수준'과 교육과정의 흐름에 맞게 논리적으로 서술되어 있는지 알아보고자 하였다. 여기서 학생들의 '수준'이란 실수에서 복소수로의 새로운 수 체계의 확장에 따른 대수적 구조를 파악하고 이해할 수 있는 수준으로 가정한다. 즉, 고등학교 1학년 교과서 전반의 전체적인 흐름을 볼 때 복소수 단원의 목표는 새로운 수의 확장에 따른 대수적 구조의 보존을 이해하고 파악하는 것이므로 이러한 목표에 맞게 복소수의 정의와 연산, 그 연산에 대한 성질이 교과서에서 서술되는 방식이 수학적인 입장에서 보았을 때 논리적인 비약(gap)이나 순환논증의 오류를 가지지 않고 적절하게 서술하고 있는지를 살펴보고자 한 것이다. 본 연구는 이런 관점에서 16종 교과서를 분석하여 크게 다섯까지의 분석 대상을 찾아내었다. 첫째는 허수 단위 i의 도입과 음수의 제곱근, 둘째는 복소수의 정서방식에서 실수와 순허수의 정의 방식, 셋째는 복소수의 사칙 연산, 넷째는 복소소의 연산에 관한 성질에서의 대소 관계와 역원의 표현 방법, 마지막으로 대수적 구조의 보존에 관한 것이다. 본 연구에서 주요 관점에서 살펴본 위의 5가지 대상에 관한 교과서의 서술방식은 논리적 정확성의 문제와 순환논리의 오류가 생길 수 있는 가능성이 있다고 판단되었고, 연구자가 일부 논리적 비약(gap)으로 판단한 것이 있는데, 이는 오류가 아닐 수 있으나 학생들이 이해하는 데에 있어 논리적으로 전후가 맞지 않는 전개과정 이라고 판단되었기 때문이다.

• 한국실내디자인학회논문집
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• 제22권1호
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• pp.105-114
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• 2013

This study investigated the application and the change of various architectural models by analyzing expression viewpoint media, which were applied to the visual information of digitalized 3D contemporary architectural models. The purpose of this study was to specify how modern architects have changed 3D architectural models to conceptual, logical, and formational visual information in the process of design. This study discovered a framework of analyses by theoretically investigating a relationship between expression media and expression change in the process of visualizing architectural models. Using the framework of analyses, this study analyzed how the expression viewpoints of architectural model information have been changed and applied. The transformation media of the visual information of digitalized 3D architectural models can be classified into conceptual, analytical, and formational information: 1) Contemporary architects used author-centered subjective viewpoints to express architectural concepts, which were generated in the process of their design. They selected a perspective viewpoint and a bird's eye view in order to present their architectural concepts and to depict them with one architectural model by expanding the visual scope of conceptual information. 2) Contemporary architects adopted observer-centered objective bird's eye view expression media to effectively present their architectural information to building owners and viewers. They used transformal media, which integrate architectural information into 3D and change it to different scales, in order to express their architecture logically. 3) Contemporary architects delivered model information about the generation and change of forms by expressing the image of a project from an author-centered viewpoint, instead of objectively defining formational information. They explained the generation principle of architectural forms via transformal media which develop and rotate an architectural model.

• 한국수학교육학회지시리즈A:수학교육
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• 제40권2호
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• pp.317-333
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• 2001

The equations of figures given by rectangular coordinates are used to look into the properties of them, which are very restricted in examining them in the school mathematics. Therefore, it is quite natural to consider the figures in terms of parameters without restriction to coordinates and also, it is possible for the students to analyze them. Thus, the visualization of figures is important for students in mathematics education. In particular, the teaching-learning methods using computers make loose the difficulties of geometry education, and from the viewpoint that various abstract figures can be visualized and that can be obtained by means of this visualization the learning of figures can be accomplished through the direct experience or control. This study is intended to present concretely the aim and its utility to visualize figures represented as parameters with Mathematics. In this paper, we introduce a new teaching-learning method of figures represented by parameters using Mathematica so that the learners establish themselves their knowledge obtained through their search, investigation, supposition and they accomplish the positive transition to advanced learning. So the leasers extend their ability of sensuous intuition to their ability of logical reasoning through their logical intuition. Consequently they can develop the ability of thinking mathematically, so many natural phenomena and physical ones.

• 한국실내디자인학회논문집
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• 제20권1호
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• pp.51-60
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• 2011

Analysis of trend by various information is systematically approached by strategy differentiating in Interior Design. At the present, trend is approached by intuitive viewpoint without systematic strategy and analysis system about interior coordination activity. And, it is not still established specific systematic architecture of the interior coordination by logical and academical approach. This Study set the goal at overall understanding about the Trend that shifting fast and offering objective data. Therefore, I approached the semiology-oriented process as the most suitable academical system on analysis of interior coordination trend. Object target of analysis was investigated to three domestic and overseas exhibitions announced from 2007 to 2008. These analysis was based on the context and text from the life style and the major determinant theme of the age of each exhibition. Also, it was arranged color, material and texture by the related expression system with topics and theme keywords. And it'll be considered as utilizing the code of specific application in interior coordination which is from the investigating about exhibition. Therefore, this study will be expected to help in meaning transmission and methodology establishment by more beneficial objective system, when designer work the interior coordination practically through the establishment of systematic viewpoint about interior coordination.

• Journal of the Korean Data and Information Science Society
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• 제18권4호
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• pp.859-868
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• 2007

The present paper deals with the ordering problem for how to teach mathematical concepts successfully. Main object is the concept of continuous functions which is fundamental in analysis and topology. At first, the theoretical organization of this concept is investigated through several texts in related field, calculus, analysis and topology. And next, the historical order for this concept from the viewpoint of problem-solving is considered. Based on these two materials, we suggest a lecturing organization order in order to establish a balanced unification of three concepts - intuitive, logical and formal concepts.

• 한국전자거래학회지
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• 제6권2호
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• pp.101-126
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• 2001

This paper proposes a strategic breakout and supporting methodology for evaluation and implementation of e- Business solutions in the viewpoint of users. The e- Business methodology sequentially follows four logical stages: e-Business strategy, design, construction, and implementation. The e- Business strategy stage consists of four sub-stages, that is, initiation, diagnosis, strategy, and composition of RFP & evaluation Each sub-stage is divided into several steps. Each of them has its own activities, tasks, and outputs. The methodology has been composed to prevailing ones so as to reveal its practice values.