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Optimal Synthesis of Boolean Functions by Threshold Functions

机译:阈值函数对布尔函数的最优综合

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摘要

We introduce a new method for obtaining optimal architectures that implement arbitrary Boolean functions using threshold functions. The standard threshold circuits using threshold gates and weights are replaced by nodes computing directly a threshold function of the inputs. The method developed can be considered exhaustive as if a solution exist the algorithm eventually will find it. At all stages different optimization strategies are introduced in order to make the algorithm as efficient as possible. The method is applied to the synthesis of circuits that implement a flip-flop circuit and a multi-configurable gate. The advantages and disadvantages of the method are analyzed.
机译:我们介绍了一种获取最佳架构的新方法,该最佳架构使用阈值函数来实现任意布尔函数。使用阈值门和权重的标准阈值电路被直接计算输入的阈值函数的节点所代替。可以认为开发的方法是详尽无遗的,就好像算法最终会找到解决方案一样。在所有阶段都引入了不同的优化策略,以使算法尽可能高效。该方法被应用于实现触发器电路和多可配置门的电路的综合。分析了该方法的优缺点。

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