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Threshold Logic Realization of Discrete Functions through Heterogeneous Decision Diagrams

机译:通过异构决策图实现离散函数的阈值逻辑

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The paper presents a method for threshold logic realization of discrete functions through decision diagrams. A given function f is realized by a threshold logic network derived by replacing non-terminal nodes of a decision diagram for f by suitably determined threshold logic gates. Further, we show that the complexity of this realization can be reduced by converting the initial decision diagram for f into a Heterogeneous decision diagram whose non-terminal nodes are replaced by the corresponding threshold elements.
机译:提出了一种通过决策图实现离散函数阈值逻辑的方法。给定的函数f由阈值逻辑网络实现,该阈值逻辑网络通过用适当确定的阈值逻辑门替换f的决策图的非终端节点得出。进一步,我们表明,可以通过将f的初始决策图转换成其非终端节点被相应的阈值元素替换的异构决策图,来降低此实现的复杂性。

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