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최근열(崔根烈) 한국지방자치학회 2003 韓國地方自治學會報 Vol.15 No.2
The underlying of this paper was to develop programs of the community center at Nam-gu, Ulasn Metropolitan City, in which this study was aimed at suggestions with some variables for activating the program operation that were fitting to regional characteristics. Those program suggestions was based on the regional district of 14 dongs(wards) that was grouped by 5 areas for avoiding the program overlaps in the same ward. In each ward, the program was classified as basic and special programs by 6 and 2 program units, respectively. Also the programs was lined up by a function as cultural leisure and resident's self-governing program unit. Based on those analysis, this paper had some practical points for the community center by stressing a comprehensive approach that had better review some variables such as available capacities of facilities, human resources, and space, socio-cultural conditions, operational programs in the resident's self-governing unit, alerting the program overlapping in both public and private sectors, demand-analysis of the residents, and opinion research to Nam-gu governmental program-officials. The limit in this study was hidden in the sampling problems of the regional area(Man-gu, Ulsan city) in the short-term rather than the program development in the long-range period.
다각형의 등주문제: Geometer’s Sketchpad로 수학적 추론과 정당화하기
최근배 ( Choi Keunbae ) 한국수학교육학회 2018 수학교육논문집 Vol.32 No.3
이 논문에서는, 영재학생들을 위한 학습 자료의 관점에서, 선행연구(최근배, 2009, 2011; 이재운, 최근배, 2015)에서 미비한 점이 있는 짝수 각형의 등주문제를 해결하는 과정을 Geometer’s Sketchpad로 추론하고 정당화하는 아이디어를 논의하고 있으며, 주된 아이디어는 두 가지의 변형([그림 III-1]과 [그림 III-3])을 사용하는데 나타나는 수학화의 과정이다. 여기에 사용된 아이디어는 제주대학교 영재교육원 수학반 심화과정 프로그램 (등주문제 또는 디도여왕의 문제, 2004년부터 현재까지) 운영 중에 도출된 것이다. In this paper, we deal with the isoprimetric problem of polygons from the point of view of learning materials for elementary gifted students. The isoperimetric problem of the polygon of odd degree can be solved by E-transformation(see Figure III-1) and M-transformation(see Figure III-3). But in the case of even degree’s polygon, it is quite difficult to solve the problem because of the connected components of diagonals (here we consider the diagonals forming triangle with two adjacent sides of polygon). The primary purpose of this paper is to give an idea to solve the isoperimetric problem of polygons of even degree using the properties of ellipse. This idea is derived from the programs of the Institute of Science Education for Gifted Students in the Jeju National University.
주민자치를 위한 지역공동체로서 아파트공동체형성의 가능성과 강화방안
최근열(崔根烈),장영두(張永斗) 한국지방자치학회 2002 韓國地方自治學會報 Vol.14 No.2
The purpose of this paper is to analyse the potentiality and to suggest reinforcement programs of forming the apartment's community as a regional community for local autonomy. Because activation of regional community can not only introduce self-governing by local residents, but also reform the current local autonomy which has not fully developed. Therefore, building of regional community must be settled without delay for realizing the local democracy from the basis of local residents and theirs autonomous organizations. And in a practical view, the concept of community is most substantiated at the apartment complex in urban area. This study proves that potentiality of forming the apartment's community is high. And enhancement of local identity, expansion of spaces for common use, strengthening the solidarity within the residents, practical use of various programs for promoting the community, and solidarity with the related civil societies can make it possible to strengthen the apartment's community in urban area.