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On bounds for complexity of circuits of multi-input functional elements

机译:多输入功能元件电路复杂性的界限

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In this paper we suggest a method to find lower bounds for complexity of circuitsof functional elements. The essence of the method consists of replacing the initial, maybe quitecomplex, basis containing multi-input elements by a more simple basis, say, of two-input ele-ments, with subsequent use of known lower bounds for complexity of circuits in the simplebasis. The efficiency of this method is illustrated on particular examples of finding the asymp-totics and even precise values of complexities of realisation of special Boolean functions, mono-tone Boolean functions and functions with small number of ones.This research was supported by the Russian Foundation for Basic Research, grant 08-01-00863 and by the Program of the President of Russian Federation for support of leading sci-entific schools, grant 4470.2008.1.
机译:在本文中,我们提出了一种为功能元件的电路复杂度找到下界的方法。该方法的本质在于用更简单的基础(例如,两个输入元素)替换包含多输入元素的初始(可能是相当复杂的)基础,随后使用已知的下限来简化简单基础中的电路复杂性。该方法的有效性在特定示例中得到了证明,该示例找到了渐近性,甚至找到了实现特殊布尔函数,单调布尔函数和少量函数的复杂度的精确值。这项研究得到了俄罗斯基金会的支持。为基础研究提供的资助,编号为08-01-00863,由俄罗斯联邦总统计划资助领先的科学学校,资助的编号为4470.2008.1。

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