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3D STRUCTURE ANALYSIS: ARCHITECTURE AS AN EXPRESSION OF THE TIES BETWEEN GEOMETRY AND PHILOSOPHY

机译:3D结构分析:建筑学是几何与哲学之间联系的一种表达

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In recent decades many Geomatics-based methods have been created to reconstruct and visualize objects, and these include digital photogrammetry, Lidar, remote sensing and hybrid techniques. The methods used to process such data are the result of research straddling the fields of Geomatics and Computer Vision, and employ techniques arising from approaches of analytical, geometric and statistical nature. One of the most fascinating fields of application concerns Architecture, which, moreover, has always depended on Mathematics generally and, more specifically, on Geometry. Throughout history the link between Geometry and Architecture has been strong and while architects have used mathematics to construct their buildings, geometry has always been the essential tool allowing them to choose spatial shapes which are aesthetically appropriate. Historically, mathematics and philosophy have been interrelated; many philosophers of the past were also mathematicians. The link between Philosophy and Architecture is twofold: on the one hand, philosophers have discussed what architecture is, on the other, philosophy has contributed to the development of architecture. We will deal with the ties between Architecture, Geometry and Philosophy over the centuries. Although there are artistic suggestions that go beyond time and space, and there are genial precursors, we can identify, in principle, some epochs: the ancient era, the modern era, and finally the contemporary epoch, from the crisis of positivistic sciences to globalisation.
机译:在最近的几十年中,已经创建了许多基于Geomatics的方法来重建和可视化对象,这些方法包括数字摄影测量法,激光雷达,遥感和混合技术。用于处理此类数据的方法是跨越地理学和计算机视觉领域的研究结果,并采用了分析,几何和统计性质的方法所产生的技术。应用程序最引人入胜的领域之一是建筑学,此外,建筑学通常始终依赖于数学,尤其是几何。纵观历史,几何学与建筑之间的联系一直很牢固,虽然建筑师使用数学来建造建筑物,但几何学一直是使他们能够选择在美学上合适的空间形状的基本工具。从历史上看,数学和哲学是相互联系的。过去许多哲学家也是数学家。哲学与建筑之间的联系是双重的:一方面,哲学家讨论了什么是建筑;另一方面,哲学为建筑的发展做出了贡献。几个世纪以来,我们将处理建筑学,几何学和哲学之间的联系。尽管存在超越时空的艺术建议,并且存在先驱,但从原理上讲,我们可以确定一些时期:从实证科学的危机到全球化的古代,现代以及最后一个时代。 。

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