二值图像算子的布尔分解

H. M. Madeira, H. Pedrini
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引用次数: 1

摘要

二进制函数的布尔展开已被用于二进制图像算子的表示。该表示方案引发了基于决策图的图像处理体系结构的创建。在某些情况下,这种基于图的算子在输入图像上的应用比相应的传统方法要快,因为这些算子是通过基本算子和集合算子来构造地描述的。然而,当传统架构利用微处理器逻辑指令的位并行性时,其性能往往超过基于图形的系统。本文提出了一种新的方法,其中决策图指导底层传统架构的操作,利用其并行性,从而可以实现更快的图像处理。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Boolean decomposition of binary image operators
Boolean expansion of binary functions has been used in the representation of binary image operators. This representation scheme induced the creation of image processing architectures based on decision diagrams. In some situations, the application of this graph-based operator over the input images is faster than the corresponding conventional approach, in that the operators are constructively described by means of basic operators and set operations. However, when the conventional architecture exploits the bit parallelism of the microprocessor logical instructions, its performance often surpasses that of the graph-based system. This article proposes a novel approach, in which the decision diagrams guide the actions of the underlying conventional architecture, taking advantage of its parallelism, so that faster image processing can be achieved.
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