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拓扑与褶皱——当代前卫建筑的非欧几何实验
Topology and Folding——Non-Euclidean Geometry in Current Advanced Architecture
【摘要】 论述了拓扑几何的概念及主要命题,包括皱褶、纽结与流形。比较了拓扑几何下的建筑审美体系与欧式几何体系下是如何的不同。分析了拓扑几何对当代先锋主义建筑实验、高维建筑空间、甚至拓扑城市的巨大影响。最后,归纳了拓扑学思想下的建筑美学新范式——褶皱美学。
【Abstract】 The article specifies conception and main propositions of topological geometry;include folding,knots,and manifolds.Then,this article compares how differently topological geometry with Euclidean’s under the aesthetic system of architecture.Moreover,this article specifies topological geometry’s huge infection on current avant-gardism architecture experiments,n-dimensional building space and topological urban design.In the end,this article introduces a new paradigm of aesthetic about folding.
- 【文献出处】 新建筑 ,New Architecture , 编辑部邮箱 ,2010年03期
- 【分类号】TU-80
- 【被引频次】22
- 【下载频次】932