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Proceedings. 1998 28th IEEE International Symposium on Multiple- Valued Logic (Cat. No.98CB36138)最新文献

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Ultrafast ternary quantizer using resonant tunneling devices 使用共振隧道装置的超快三元量化器
T. Itoh, T. Waho, K. Maezawa, Masafumi Yamamoto
We investigate the performance of ultrafast ternary quantizers using resonant tunneling diodes (RTDs) and high-electron mobility transistors (HEMTs) through circuit simulation and experiments. We first analyze the operation of a quantizer by circuit simulation and studied the factors limiting its performance. We then fabricated a ternary quantizer using InP-based RTDs and 0.7-/spl mu/m HEMTs. A three-valued return-to-zero type waveform was observed at a clock frequency of 10 GHz and an input frequency of 3 GHz.
通过电路仿真和实验研究了采用共振隧道二极管(rtd)和高电子迁移率晶体管(hemt)的超快三元量化器的性能。首先通过电路仿真分析了量化器的工作原理,研究了限制量化器性能的因素。然后,我们使用基于inp的rtd和0.7-/spl μ /m hemt制作了一个三元量化器。在时钟频率为10 GHz和输入频率为3 GHz时观察到三值归零型波形。
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引用次数: 1
Constructing an MVL patterned after Boolean logic using a practical approach 用一种实用的方法构造一个布尔逻辑模式的MVL
Lawrence J. Thaden
This MVL is constructed after the pattern of Boolean logic by examining the properties of Boolean logic and extending them to meet the requirements for a three-valued instead of a two-valued logic. Once constructed, the relationships for a subset of this MVL, are illustrated using raster graphics.
该MVL是按照布尔逻辑的模式构建的,通过考察布尔逻辑的性质并对其进行扩展,以满足三值逻辑而不是二值逻辑的要求。一旦构建,该MVL子集的关系将使用光栅图形进行说明。
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引用次数: 0
A Frontier algorithm for optimization of multiple-valued logic functions 多值逻辑函数优化的前沿算法
M. Abd-El-Barr, M. Abd-El-Barr
A new algorithm, called the Frontiers algorithm, for optimizing the number of product terms required for the implementation of monotonic and permuted monotonic MVL functions is proposed. All experimental system restricted to the case of 2 variable 4-valued set of logic functions has been programmed using the C language and was interfaced to the HAMLET CAD tool to implement the proposed algorithm. The system was tested using 2231 randomly generated monotonic and permuted monotonic functions. The results obtained indicate that the frontiers-based algorithm compares favorably to existing heuristic minimization techniques with the added advantage that it requires less number of implicants to represent the target functions.
提出了一种新的算法,称为边界算法,用于优化实现单调和排列单调MVL函数所需的乘积项数。所有的实验系统都被限制在2变量4值逻辑函数集的情况下,用C语言编程,并与HAMLET CAD工具接口,以实现所提出的算法。利用2231个随机生成的单调函数和置换单调函数对系统进行了测试。结果表明,基于边界的算法与现有的启发式最小化技术相比具有优势,因为它需要较少的隐含数来表示目标函数。
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引用次数: 1
Functional entropy and decision trees 函数熵与决策树
V. Cheushev, V. Shmerko, D. Simovici, S. Yanushkevich
We introduce a technique to compute several information estimations for Boolean and multivalued functions. Special features of these estimations for completely and incompletely specified logic functions, including symmetric logic functions are investigated. Finally, we give an algorithm for determining various information measures for logical functions based on decision trees.
介绍了一种计算布尔函数和多值函数若干信息估计的方法。研究了完全指定和不完全指定逻辑函数(包括对称逻辑函数)的这些估计的特殊性质。最后,我们给出了一种基于决策树的逻辑函数的各种信息度量的确定算法。
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引用次数: 25
Application of neuron-MOS to current-mode multi-valued logic circuits 神经元- mos在电流型多值逻辑电路中的应用
Jing Shen, K. Tanno, O. Ishizuka, Zheng Tang
A highly-functional device called Neuron-MOS Transistor (vMOS) has been applied to implementing new-architecture basic current-mode multi-valued logic (MVL) circuits. The novel current mirror and threshold detector circuits using vMOS are described in this paper. As compared to conventional CMOS circuits the vMOS current mirror has advantages of low-power and high-swing while the vMOS threshold detector has better discrimination ability. Furthermore, the MVL functional circuit-current-mode quaternary T-gate basing vMOS is presented. Performances of the circuits are confirmed by HSPICE simulations.
神经元- mos晶体管(neural - mos Transistor, vMOS)是一种高性能器件,可用于实现新结构的基本电流模多值逻辑电路(MVL)。本文介绍了一种新型的vMOS电流反射镜和阈值检测器电路。与传统CMOS电路相比,vMOS电流反射镜具有低功耗、高摆幅的优点,而vMOS阈值检测器具有更好的判别能力。在此基础上,提出了基于vMOS的电流型四元t栅MVL功能电路。通过HSPICE仿真验证了电路的性能。
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引用次数: 7
Upper and lower bounds on the number of fuzzy/c switching functions 模糊/c切换函数个数的上界和下界
H. Tatsumi, Tomoyuki Araki, M. Mukaidono, S. Tokumasu
This paper describes an estimation on the size of n-variable fuzzy switching functions with arbitrary constants ("fuzzy/c" for short). The whole set of fuzzy/c switching functions is divided into equivalence classes called c/sub r/-equivalent. Estimating the number of these functions in each equivalence class can be reduced to enumerating disjunctive forms of a binary switching function, which can be solved by enumerating anti-chains of the partially ordered set composed of simple phrases. Using an improved method for estimating the number of anti-chains, we can get upper and lower bounds on the number of n-variable fuzzy/c switching functions.
本文描述了具有任意常数的n变量模糊切换函数(简称“fuzzy/c”)的大小估计。将整组模糊/c切换函数划分为等价类,称为c/sub / r/-等价类。估计每个等价类中这些函数的个数可以简化为枚举二元交换函数的析取形式,这可以通过枚举由简单短语组成的部分有序集合的反链来解决。利用一种改进的估计反链数的方法,得到了n变量模糊/c切换函数个数的上界和下界。
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引用次数: 1
Multi-valued functional decomposition as a machine learning method 多值泛函分解作为一种机器学习方法
C. Files, M. Perkowski
In the past few years, several authors have presented methods of using functional decomposition as applied to machine learning. These authors explore the ideas of functional decomposition, but left the concepts of machine learning to the papers that they reference. In general, they never fully explain why a logic synthesis method should be applied to machine learning. This paper explores and presents the basic concepts of machine learning, and how some concepts match nicely with multi-valued logic synthesis, while others pose great difficulties. The main reason for using multi-valued synthesis is that many problems are naturally multi-valued (i.e., values taken from a discrete set). Thus, mapping the problem directly to a multi-valued set of inputs and outputs is much more natural than encoding the problem into a binary form. The paper also shows that any multi-valued logic synthesis method could be applied to the machine learning problem. But, this paper focuses on multivalued functional decomposition because of its generality of minimizing a given data set.
在过去的几年里,一些作者提出了将功能分解应用于机器学习的方法。这些作者探索了功能分解的思想,但将机器学习的概念留给了他们引用的论文。一般来说,他们从来没有完全解释为什么逻辑综合方法应该应用于机器学习。本文探讨并介绍了机器学习的基本概念,以及一些概念如何与多值逻辑综合很好地匹配,而另一些概念则存在很大的困难。使用多值综合的主要原因是许多问题自然是多值的(即,从离散集合中取值)。因此,将问题直接映射到输入和输出的多值集合比将问题编码为二进制形式要自然得多。本文还证明了任何多值逻辑综合方法都可以应用于机器学习问题。但是,由于多值泛函分解具有最小化给定数据集的通用性,因此本文主要研究多值泛函分解。
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引用次数: 48
Minimization of multivalued multithreshold perceptrons using genetic algorithms 用遗传算法最小化多值多阈值感知器
A. Ngom, I. Stojmenovic, Z. Obradovic
We address the problem of computing and learning multivalued multithreshold perceptrons. Every n-input X-valued logic function can be implemented using a (k, s)-perceptron, for some number of thresholds s. We propose a genetic algorithm to search for an optimal (k, s)-perceptron that efficiently realizes a given multiple-valued logic function, that is to minimize the number of thresholds. Experimental results show that the genetic algorithm find optimal solutions in most cases.
我们解决了计算和学习多值多阈值感知器的问题。对于一定数量的阈值,每个n输入的x值逻辑函数都可以使用(k, s)感知器来实现。我们提出了一种遗传算法来搜索最优的(k, s)感知器,该感知器可以有效地实现给定的多值逻辑函数,即最小化阈值的数量。实验结果表明,遗传算法在大多数情况下都能找到最优解。
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引用次数: 6
Reconfigurable current-mode multiple-valued residue arithmetic circuits 可重构电流模式多值剩余算术电路
Katsuhiko Shimabukuro, Chotei Zukeran
This paper presents new reconfigurable multiple-valued residue arithmetic circuits, in which multiplication and addition can be performed alternatively. In order to construct the reconfigurable arithmetic circuits, we develop shifting-based hardware algorithms for both mod m/sub i/ multipliers and mod m/sub i/ adders. The proposed algorithms utilize three-valued one-hot coding for the representation of each residue digit effectively. By the coding, mod m/sub i/ multiplication can be simply performed by a shift operation and sign inversion. In mod m addition, the operation is decomposed into several operations, which include an inverse operation, two multiplications and an increment operation. It is demonstrated that the proposed hardware algorithms of residue arithmetic are useful to implement the reconfigurable current-mode multiple-valued residue arithmetic circuits, which are comparable to the conventional ones.
本文提出了一种新的可重构多值剩余算术电路,其中乘法和加法可以交替进行。为了构建可重构的算术电路,我们开发了基于移位的硬件算法,用于模取m/sub i/乘法器和模取m/sub i/加法器。该算法利用三值一热编码有效地表示每个剩余数字。通过编码,模m/下标i/乘法可以简单地通过移位操作和符号反转来执行。在mod - m加法中,运算被分解为几个运算,其中包括一个逆运算、两个乘法和一个自增运算。实验结果表明,所提出的残数运算硬件算法可用于实现可重构电流模式多值残数运算电路,且与传统的残数运算电路相当。
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引用次数: 8
Minimal test set generation for fault diagnosis in R-valued PLAs r值pla故障诊断的最小测试集生成
Y. Nagata, D. M. Miller, M. Mukaidono
For fault diagnosis in R-valued PLAs (R/spl ges/2), we construct a test table with rows of test vectors each giving activated product lines and normal output values of the programmed functions. Test vector generation for constructing the test table is based on product-oriented test generation which was proposed by Min and Fujiwara for binary PLAs. The number of test vectors is exactly k/spl middot/(n/spl middot/R-1) where k is the number of product lines in an R-valued n variable PLA. The procedure to construct the test table is based on a hash method on the generated tests. By combining tests in the table, fault diagnosis of PLA can be performed efficiently.
对于R值pla (R/ splges /2)的故障诊断,我们构建了一个测试表,其中包含行测试向量,每个测试向量给出激活的产品线和编程功能的正常输出值。构建测试表的测试向量生成基于Min和Fujiwara针对二进制pla提出的面向产品的测试生成。测试向量的数量恰好是k/spl middot/(n/spl middot/R-1),其中k是r值n变量PLA中的产品线数量。构造测试表的过程基于生成的测试的散列方法。结合表中的试验,可以有效地进行聚乳酸的故障诊断。
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引用次数: 2
期刊
Proceedings. 1998 28th IEEE International Symposium on Multiple- Valued Logic (Cat. No.98CB36138)
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