一种基于BDD的多开关函数组合技术

Md. Sayem Chowdury, G. M. Rokibul Hasan, K. H. Talukder
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引用次数: 0

摘要

二值决策图以其压缩和规范化的表示方式对布尔函数的操作有很大的影响。在交换函数组织中,定变量排序的降阶二叉决策图(ROBDD)因其独特性而发挥着重要作用。使用切换操作的多个功能组合具有更多的冗余状态。为了消除这些冗余状态,我们在此连接过程中应用了ROBDD。在本文中,我们提出了使用固定变量排序的ROBDD组合n个函数的方法。在我们提出的方法中,我们首先计算Shannon表达式上每个函数的ROBDD。然后对这些函数进行切换操作,并计算这些函数组合的ROBDD。通过这种方法,冗余状态的出现将会减少。为了构造一个易于理解和简单的方法,用了一些例子。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A composition technique of multiple switching functions based on BDD
Binary Decision Diagram has a great impact on the Boolean function manipulation for its compressed and canonical presentation. In switching function organization ROBDD (Reduced Ordered Binary Decision Diagram) with a fixed variable ordering plays a significant role for its distinctiveness. Combination of multiple functions using switching operations has more redundant states. For removing these redundant states we apply ROBDD in this joining process. In this paper, we presented the way of combining n number of functions using ROBDD with a fixed variable ordering. In our proposed method at first, we compute each function's ROBDD over Shannon's expression. Then switching operations are going to be performed over these functions and ROBDD of the combinations of these functions are also computed. By this method, appearance of redundant states will be less. To construct an understandable and simple method, some examples have been used.
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