Earticle

초록

영어

Topology provides a new approach to understanding contemporary architecture from a perspective different from Euclidean geometry. For this purpose, concepts such as homeomorphism, topological space, continuous deformation, and the Möbius band are particularly important. This allows for a topological intervention in architecture through the application of the concept of 'folding' to explain the relationships and positions of spaces. Until now, topology has been applied without distinction between formal and informal architecture. However, the spatial structure of three-dimensional curved surfaces allows for more effective analysis when approached topologically. Therefore, topological concepts become more suitable tools for grasping the structures of informal architecture. This paper explores the potential of appropriating topological geometry architecturally by analyzing the Möbius House as a case of 'homeomorphism' and the Kunsthal as a case of the topological operation 'piercing.' Subsequently, it conducts a comprehensive analysis of the topological spaces of the Yokohama International Terminal and the Mercedes-Benz Museum, presenting topological geometry as a medium for research in informal architecture. Additionally, it emphasizes the necessity for topological architectural research to connect with the horizons of the mobility paradigm, which has recently gained more attention.

목차

Abstract
1. 서론 : 비정형 건축을 이해할 새로운 관점
1.1 연구배경 및 목적
1.2 연구방법
2. 위상기하학의 의의와 주요 개념들
2.1 위상기하학의 의미
2.2 위상동형
2.3 위상공간과 연속변형
2.4 뫼비우스 띠
3. 위상기하학과 건축적 전유
3.1 위상동형의 사례: 뫼비우스 하우스
3.2 정형적 건축에서 관통의 사례: 쿤스트할
4. 비정형 건축의 위상공간 분석
4.1 사례 1: 요코하마국제터미널
4.2 사례 2: 메르세데스-벤츠 박물관
5. 결론: 위상학을 통해 모빌리티 패러다임으로
REFERENCES

저자

• 김태철 [ Kim, Tae-Cheol | 동아대학교 건축학과 부교수, 석사 ] Corresponding Author

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