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[1991] Proceedings of the Twenty-First International Symposium on Multiple-Valued Logic最新文献

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The abnormality predicate 异常谓词
E. Neufeld
The author has suggested earlier that the various nonmonotonic reasoning formalisms are converging towards probability. Here, he discusses the idea of randomness: using a definition by Kyburg as a benchmark, he describes how it appears in various nonmonotonic reasoning formalisms, in particular, circumscription. It is argued that behind the complexity of circumscription lie the simple notions of random sampling and statistically founded beliefs. The latter is implemented through a device known as the abnormality predicate which appears in various guises in the nonmonotonic reasoning literature. Another view of this study is that randomness provides a universal conjecture for nonmonotonic theories. Default theories can be interpreted as jumping to the conclusion that an entity is a random member of a certain class.<>
作者在前面已经提出,各种非单调推理形式正在向概率收敛。在这里,他讨论了随机性的概念:使用Kyburg的定义作为基准,他描述了随机性如何出现在各种非单调推理形式中,特别是限制。有人认为,在复杂的限制背后,是随机抽样和统计基础信念的简单概念。后者是通过一种被称为异常谓词的装置来实现的,异常谓词在非单调推理文献中以各种形式出现。该研究的另一种观点是,随机性为非单调理论提供了一个普遍的猜想。默认理论可以被解释为直接得出结论,认为一个实体是某个类的随机成员。
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引用次数: 1
A floating-gate-MOS-based multiple-valued associative memory 一种基于浮动门mos的多值联想存储器
T. Hanyu, T. Higuchi
A digit-serial, multiple-valued associative memory VLSI for high-speed information search is presented. Input and output data of a processing element (PE) in the VLSI are directly encoded by appropriate multiple-valued digits, respectively, so that search operations are efficiently described by the combination of a multiple-valued down literals and pass gates. Moreover, multiple-valued memory information is stored in each PE by programming the threshold of the down literal which can be easily implemented using special MOS transistors, called floating-gate MOS transistors. It is demonstrated that the number of interconnections and transistors in the 5-valued associative memory can be reduced to 25% and 53%, respectively, in comparison with the corresponding binary implementation.<>
提出了一种用于高速信息搜索的数字串行多值关联存储器VLSI。VLSI中处理元件(PE)的输入和输出数据分别由适当的多值数字直接编码,因此搜索操作可以通过多值向下文字和通闸的组合有效地描述。此外,多值存储信息存储在每个PE通过编程的阈值下文字,可以很容易地实现使用特殊的MOS晶体管,称为浮栅MOS晶体管。结果表明,与相应的二进制实现相比,5值联想存储器中的互连数和晶体管数可分别减少25%和53%。
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引用次数: 1
A bi-directional current-mode CMOS multiple valued logic memory circuit 一种双向电流模CMOS多值逻辑存储电路
K. Current, M. E. Hurlston
A bidirectional current-mode multiple-valued logic (MVL) latch circuit realized in a standard 2- mu m polysilicon gate CMOS process is presented. The circuit accepts and quantizes a bidirectional input current during the setup clock phase and latches the quantized input during the hold clock phase. Characteristics of fully integrated prototypes realized on a CMOS test chip are presented. Using logical current increments of only 10 mu A, the bidirectional current-mode MVL latch's setup and hold time has been determined to total approximately 44 ns. The input/output propagation delay for transitions between adjacent states has been determined to be approximately 50 ns at these low current levels.<>
提出了一种用标准的2 μ m多晶硅栅极CMOS工艺实现的双向电流型多值逻辑锁存电路。电路在设置时钟阶段接受并量化双向输入电流,并在保持时钟阶段锁存量化输入。介绍了在CMOS测试芯片上实现的全集成原型的特点。使用仅10 μ A的逻辑电流增量,双向电流模式MVL锁存器的设置和保持时间已确定为总计约44 ns。在这些低电流水平下,相邻状态之间转换的输入/输出传播延迟已被确定为约50纳秒。
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引用次数: 17
Theory and uses of Post algebras of order omega + omega *. II + *阶后代数的理论与应用。2
G. Epstein, H. Rasiowa
For pt.I see Proc. 20/sup th/ International Symposium on Multiple- Valued Logic ISMVL 1990 p42-47. The paper is a continuation of the author's previous work that presents a stronger version of post algebras of order omega + omega whose chain of constants is isomorphic with (0>
《多值逻辑国际学术研讨会》,1990,p42-47。本文是作者先前工作的延续,给出了阶+阶后代数的一个更强版本,其常数链与(0>)同构。
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引用次数: 3
Reasoning about digital systems 关于数字系统的推理
A. S. Wojcik
The uses of automated reasoning in the process of the design and analysis of digital systems are explored. A discussion of reasoning and automated reasoning is presented. Several examples of successful application of this technology are described, and current research is discussed. The author mentions AURA (automated reasoning assistant), ITP (interactive theorem prover) and flow nets.<>
在数字系统的设计和分析过程中使用自动推理进行探索。对推理和自动推理进行了讨论。介绍了该技术的几个成功应用实例,并对目前的研究现状进行了讨论。作者提到了AURA(自动推理助手)、ITP(交互式定理证明器)和flow nets。
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引用次数: 0
Quarternary cyclic AN codes for burst error correction 用于突发纠错的四分之一循环AN码
Y. Okura, R. Shimada, T. Hasegawa
A theoretical approach to quarternary cyclic AN codes for burst error correction is provided. After describing quarternary cyclic AN codes and arithmetic bursts, the authors discuss the arithmetic burst correcting ability of codes generated by A=(4/sup c/+or-1)A/sub 2/ and show a decoding method for such codes.<>
提出了一种四分循环AN码突发纠错的理论方法。在描述四分之一循环AN码和算术突发的基础上,讨论了A=(4/sup c/+or-1)A/sub 2/产生的码的算术突发纠错能力,并给出了这种码的译码方法。
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引用次数: 0
Uniform notation of tableau rules for multiple-valued logics 多值逻辑表规则的统一表示法
R. Hahnle
A framework for axiomatizing arbitrary finitely valued logics with minimal overhead compared to the classical case is presented. The main idea is to work with tableaux using generalized signs, which makes it possible to express complex assertions regarding the possible truth values of a formula. The class of regular logical connectives which, together with a suitable restriction on queries (i.e. allowed signs) to the system, allow a uniform notation style representation of multiple-valued propositional and first-order logics is introduced. It has been demonstrated that various systems differing in their allowed classes of connectives and complexity, of rules may be formulated. This allows the use of tools and methods that are close to the ones used in classical logic, both on the theoretical (uniform notation in definitions and proofs) and practical (use of classical theorem provers with few modifications) sides.<>
给出了一种与经典情况相比开销最小的任意有限值逻辑的公化框架。主要思想是使用广义符号来处理表格,这使得表达关于公式的可能真值的复杂断言成为可能。引入一类正则逻辑连接词,并对系统的查询进行适当的限制(即允许的符号),使得多值命题和一阶逻辑的统一符号风格表示成为可能。已经证明,各种不同的系统,在它们允许的连接词和规则的复杂性的类别不同,可以制定。这允许使用接近经典逻辑中使用的工具和方法,无论是在理论(定义和证明中的统一符号)和实践(使用经典定理证明而很少修改)方面。
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引用次数: 11
期刊
[1991] Proceedings of the Twenty-First International Symposium on Multiple-Valued Logic
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