Asynchronous Linear Combinational Circuits as a Base for Programmable Logic Device. Binary and Ternary Cases

Rustam Kh. Latypov; Evgeni L. Stolov

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Asynchronous Linear Combinational Circuits as a Base for Programmable Logic Device. Binary and Ternary Cases

机译：异步线性组合电路作为可编程逻辑器件的基础。二元和三元案件

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Abstract: Programmable logic devices on base of asynchronous combinational circuits with feedback are considered. The main aim of the research is to obtain a method for designing a circuit with a set of prescribed stable states or a circuit without stable states — a generator of true random numbers. Both the cases of binary and ternary logics are studied.

机译：摘要：考虑了基于带反馈的异步组合电路的可编程逻辑器件。研究的主要目的是获得一种用于设计具有一组规定的稳定状态的电路或没有稳定状态的电路的方法-真随机数生成器。研究了二进制和三进制逻辑的情况。

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《IFAC PapersOnLine》 |2016年第25期|共6页
作者
Rustam Kh. Latypov; Evgeni L. Stolov;
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中图分类自动化技术、计算机技术;
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1. Asynchronous Linear Combinational Circuits as a Base for Programmable Logic Device. Binary and Ternary Cases [J] . Rustam Kh. Latypov, Evgeni L. Stolov IFAC PapersOnLine . 2016,第25期

机译：异步线性组合电路作为可编程逻辑器件的基础。二元和三元案件
2. APPLICATION OF MIXED INTEGER LINEAR PROGRAMMING IN THE GENERATION OF VECTORS WITH MAXIMUM DATAPATH COVERAGE FOR COMBINATIONAL LOGIC CIRCUITS [J] . JAVIER SOSA, JUAN A. MONTIEL-NELSON, JOSE C. GARCIA-MONTESDEOCA, Journal of Circuits, Systems, and Computers . 2010,第7期

机译：混合整数线性规划在组合逻辑电路最大数据路径覆盖向量的生成中的应用
3. Design of Ternary Logic Combinational Circuits Based on Quantum Dot Gate FETs [J] . Karmakar S., Chandy J.A., Jain F.C. Very Large Scale Integration (VLSI) Systems, IEEE Transactions on . 2013,第5期

机译：基于量子点栅极FET的三元逻辑组合电路设计
4. Asynchronous Linear Combinational Circuits as a Base for Programmable Logic Device - Binary and Ternary Cases [C] . Rustam Kh. Latypov, Evgeni L. Stolov IFAC Conference on Programmable Devices and Embedded Systems . 2017

机译：异步线性组合电路作为可编程逻辑设备的基础 - 二进制和三元案例
5. Methods for Efficient Synthesis of Large Reversible Binary and Ternary Quantum Circuits and Applications of Linear Nearest Neighbor Model [D] . Hawash, Maher Mofeid. 2013

机译：有效合成大型可逆二元和三元量子电路的方法和线性最近邻模型的应用
6. Nonlinear dynamics based digital logic and circuits [O] . Behnam Kia, John. F. Lindner, William L. Ditto 2015

机译：基于非线性动力学的数字逻辑和电路
7. Integer linear programming-based synthesis of skewed logic circuits [O] . Aiqun Cao, Naran Sirisantana, Cheng-kok Koh, 2003

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8. Estimations of Power Consumption in Asynchronous Logic as Derived from Graph211 Based Circuit Representations [R] . Lloyd, L., Yakovlev, A. V., Pastor, E., 1998

机译：基于Graph211的电路表示的异步逻辑功耗估算

Asynchronous Linear Combinational Circuits as a Base for Programmable Logic Device. Binary and Ternary Cases

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