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Pyramid of Arclength Descriptor for Generating Collage of Shapes

机译:用于生成形状拼贴的弧长描述符金字塔

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摘要

This paper tackles a challenging 2D collage generation problem,rnfocusing on shapes: we aim to fill a given region by packing irregularrnand reasonably-sized shapes with minimized gaps and overlaps.rnTo achieve this nontrivial problem, we first have to analyzernthe boundary of individual shapes and then couple the shapes withrnpartially-matched boundary to reduce gaps and overlaps in the collages.rnSecond, the search space in identifying a good coupling ofrnshapes is highly enormous, since arranging a shape in a collage involvesrna position, an orientation, and a scale factor. Yet, this matchingrnstep needs to be performed for every single shape when wernpack it into a collage. Existing shape descriptors are simply infeasiblernfor computation in a reasonable amount of time. To overcomernthis, we present a brand new, scale- and rotation-invariant 2D shaperndescriptor, namely pyramid of arclength descriptor (PAD). Its formulationrnis locally supported, scalable, and yet simple to constructrnand compute. These properties make PAD efficient for performingrnthe partial-shape matching. Hence, we can prune away mostrnsearch space with simple calculation, and efficiently identify candidaternshapes. We evaluate our method using a large variety of shapesrnwith different types and contours. Convincing collage results inrnterms of visual quality and time performance are obtained.
机译:本文解决了一个具有挑战性的2D拼贴生成问题,即关注形状:我们的目标是通过填充不规则尺寸和合理尺寸的形状以最小化间隙和重叠来填充给定区域。要解决这个非同寻常的问题,我们首先必须分析单个形状和然后,将形状与部分匹配的边界耦合以减小拼贴中的间隙和重叠。其次,由于在拼贴中排列形状涉及到角色的位置,方向和比例因子,因此识别出良好的形状耦合的搜索空间非常巨大。然而,当将每个形状包装到拼贴中时,都需要对每个形状执行此匹配步骤。现有的形状描述符根本无法在合理的时间内进行计算。为了克服这个问题,我们提出了一种全新的,缩放和旋转不变的2D形状描述符,即弧长描述符(PAD)金字塔。它的公式化是本地支持的,可扩展的,但易于构建和计算。这些特性使PAD有效地执行了部分形状匹配。因此,我们可以通过简单的计算来删减大多数搜索空间,并有效地识别候选形状。我们使用具有不同类型和轮廓的各种形状来评估我们的方法。令人信服的拼贴结果会获得视觉质量和时间表现的不确定性。

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