用蒙特卡罗模拟技术估计多值逻辑电路的平均尺寸

D. Teng, R. Bolton
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引用次数: 0

摘要

本文提出了一种多值逻辑(MVL)设计快速比较的统计方法。由于目前还没有标准的MVL基准测试函数,因此采用二进制逻辑基准测试函数对MVL电路进行性能分析。另一种方法是针对不同的输入变量测试所有可能的多值逻辑函数。然而,测试过程非常耗时。蒙特卡罗模拟(MCS)在过去已被用于探索涉及大范围参数的系统。通过使用MCS,发现150个随机函数足以获得所有可能的2输入4值逻辑函数的平均电路尺寸。
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Estimation of average multiple-valued logic circuit size using Monte Carlo simulation technique
This paper presents a statistical approach for fast comparison of multiple-valued logic (MVL) designs. Since there are no standard benchmark functions available for MVL, the benchmark functions for binary logic were used for performance analysis of MVL circuits. An alternative would be to test all the possible multiple-valued logic functions for different input variables. However, the testing process is a very time consuming. Monte Carlo simulation (MCS) has been used in the past to explore systems involving large range of parameters. By using MCS, it is found that 150 random functions are sufficient to obtain an average circuit size of all possible 2-input, 4-valued logic functions.
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Estimation of average multiple-valued logic circuit size using Monte Carlo simulation technique Implementation and evaluation of a fine-grain multiple-valued field programmable VLSI based on source-coupled logic Many-valued intuitionistic implication and inference closure in a bilattice-based logic Classes of fastest quaternary linearly independent transformations Partially ordered set with residuated t-norm
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