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Double-step generation of ellipses

机译:双步生成椭圆

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The principle of double-step incremental generation of nonparametric curves on a discrete plane is used to develop a double-step algorithm for scan converting ellipses in sixteen separate segments. The algorithm iterates only half as many times as current algorithms, while each iteration demands the same number of operations or slightly fewer operations than M. Pitteway's (1967, 1985) algorithm (previously the fastest one). This marked gain in the speed of scan conversion is due to the fact that the middle pixel in a two-step increment is obtained without computation.
机译:离散平面上非参数曲线的双步增量生成原理用于开发双步算法,用于在十六个单独的段中对椭圆进行扫描转换。该算法仅迭代当前算法一半的次数,而每次迭代所需的运算次数却比M. Pitteway(1967,1985)(以前最快的算法)要少或少。扫描转换速度的显着提高归因于以下事实:无需计算即可获得两步增量的中间像素。

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