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Integration of iterated function systems and vector graphics for aesthetics

机译:集成了迭代功能系统和矢量图形以实现美观

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Fractals are an integral part of many computer graphics applications. Relatively simple implementations of fractal modeling result in an infinite number of complex and attractive images. The subject of fractal image generation is well covered in the literature. Many fractal models are based on a raster representation, which is rather inconvenient for interactive modeling and implementation in 3D graphics. On the other hand, vector-geometry models are very popular in commercial graphics design packages. This creates a demand for vector representation of fractal models. The paper introduces the iterated function systems (IFS) vector-based model along with the supporting rendering algorithm. The solution offers high performance and modeling flexibility. IFS, when combined with vector graphics, offer new forms of artistic expression.
机译:分形是许多计算机图形应用程序不可或缺的一部分。分形建模的相对简单实现导致无限数量的复杂且吸引人的图像。分形图像生成的主题已在文献中很好地涵盖了。许多分形模型都是基于栅格表示的,这对于3D图形中的交互式建模和实现而言非常不便。另一方面,矢量几何模型在商业图形设计软件包中非常流行。这产生了对分形模型的矢量表示的需求。本文介绍了基于迭代功能系统(IFS)矢量的模型以及支持的渲染算法。该解决方案提供了高性能和建模灵活性。与矢量图形结合使用时,IFS提供了新的艺术表现形式。

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