Results 251 to 260 of about 29,463 (289)

B-ternary logic and evaluation of binary logic programs

[1988] Proceedings. The Eighteenth International Symposium on Multiple-Valued Logic, 1988
A kind of ternary logic function called ternary-extended-from-binary (TEB) logic function is introduced, its relationship to previously studied B-ternary logic is mentioned, and its relationship to the evaluation of binary logic functions is studied. A method of evaluating binary logic functions using TEB-ternary functions is proposed.
Z. Huang, D.C. Rine
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Self-checking binary logic systems using ternary logic circuits

Canadian Electrical Engineering Journal, 1984
The present status of multivalued logic is highlighted in a Canadian context. A particular example is given of the use of ternary circuits in the solution of the problem of testability of binary logic, through the introduction of a new concept called 2-of-3-valued logic.
M. Hu, K. C. Smith
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B-ternary logic based asynchronous micropipeline

Proceedings 1999 29th IEEE International Symposium on Multiple-Valued Logic (Cat. No.99CB36329), 2003
In this paper, a B-ternary logic based asynchronous pipeline is presented. The pipeline processes binary dates elastically. It has high speed operation potential an spite of having an idle phase, because the stages of the pipeline operate concurrently. The mechanism for correct pipeline behavior and the designed circuits are provided.
Y. Nagata, D.M. Miller, M. Mukaidono
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Ternary logic and mass quantum numbers

AIP Conference Proceedings, 2010
Koide’s prediction of the tau mass may be formulated as a condition on the three eigenvalues of a quantum Fourier series, using simple parameters, and similar triplets have been found for neutrino and hadron masses [2]. Assuming these parameters arise from quantum gravity, one would like to understand them from the more abstract context of category ...
M. D. Sheppeard, J. G. Hartnett, P. C. Abbott   +2 more
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Ternary circuits for Null Convention Logic

The 2011 International Conference on Computer Engineering & Systems, 2011
Null Convention Logic (NCL) adds a control value (NULL i.e., DATA not valid) to its Boolean set to create a symbolically complete logic system that is inherently self determined, locally autonomous, self synchronizing and delay insensitive. NCL circuits typically employ a dual-rail binary scheme to represent these three levels.
Sameh Andrawes, Paul Beckett
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Efficient Ternary Logic Circuits Optimized by Ternary Arithmetic Algorithms

IEEE Transactions on Emerging Topics in Computing
Multi-valued logic (MVL) circuits, especially the ternary logic circuits, have attracted great attention in recent years due to their higher information density than binary logic systems. However, the basic construction method for MVL circuit standard cells and the CMOS fabrication possibility/compatibility issues are still to be addressed.
Zhao, Guangchao, Zeng, Zhiwei, Wang, Xingli, Qoutb, Abdelrahman, Coquet, Philippe, Friedman, Eby, Tay, Beng Kang, Huang, Mingqiang   +7 more
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Gödelian Ternary Logic (GTL): A Logic Embedding Incompleteness

This paper introduces Gödelian Ternary Logic (GTL), a three-valued system where the third truth value D (Dao) formally embodies Gödel’s first incompleteness theorem. Unlike traditional ternary logics where the third value denotes ”unknown” or ”undefined”, D intrinsically represents statements that are true in the standard model but unprovable within ...
Golikov, Andrey, DeepSeek (China)
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Ternary logic in digital computers

Proceedings of the SHARE design automation project on - DAC '65, 1965
Although the states as well as the number representation of virtually every digital computer are implemented for the most part with binary logic, there are other systems such as the ternary or quinary that could just as well be used. The choice of which logic system to use should be determined primarily on the basis of cost, reliability, and operating ...
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Synthesis Techniques for Ternary Quantum Logic

2011 41st IEEE International Symposium on Multiple-Valued Logic, 2011
Synthesis of ternary quantum circuits involves basic ternary gates and logic operations in the ternary quantum domain. Works that define ternary algebra and their applications for ternary quantum logic realization, are very few. In this paper, we express a ternary logic function in terms of projection operations including a new one.
Sudhindu Bikash Mandal, Amlan Chakrabarti, Susmita Sur-Kolay   +2 more
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Ternary Logic - Quantum Matrices

This work proves the math for a software I created based on these priciples and underlying math. My other paper - DOI:10.5281/zenodo.16896205 - proves these can be applied to our holographic universe theories. 
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