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Layered Analysis of Irregular Facades via Symmetry Maximization

机译:通过对称最大化对不规则立面进行分层分析

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摘要

We present an algorithm for hierarchical and layered analysis of irregular facades, seeking a high-level understanding of facade structures. By introducing layering into the analysis, we no longer view a facade as a flat structure, but allow it to be structurally separated into depth layers, enabling more compact and natural interpretations of building facades. Computationally, we perform a symmetry-driven search for an optimal hierarchical decomposition defined by split and layering operations applied to an input facade. The objective is symmetry maximization, i.e., to maximize the sum of symmetry of the substructures resulting from recursive decomposition. To this end, we propose a novel integral symmetry measure, which behaves well at both ends of the symmetry spectrum by accounting for all partial symmetries in a discrete structure. Our analysis results in a structural representation, which can be utilized for structural editing and exploration of building facades.
机译:我们提出了一种对不规则立面进行分层和分层分析的算法,以寻求对立面结构的高级理解。通过在分析中引入分层,我们不再将立面视为平面结构,而是将其在结构上分为深度层,从而可以对建筑立面进行更紧凑,更自然的解释。在计算上,我们执行对称驱动的搜索,以找到最佳分层分解,该分解由应用于输入外观的拆分和分层操作定义。目的是对称最大化,即最大化由递归分解产生的子结构的对称总和。为此,我们提出了一种新颖的积分对称性度量,该度量通过考虑离散结构中的所有部分对称性而在对称谱的两端均表现良好。我们的分析产生了结构表示,可用于结构编辑和建筑立面的探索。

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