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Original Articles

A Ternary Switching Theory with only Three Primitives

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Pages 226-229 | Received 21 Aug 1978, Published online: 11 Jul 2015

REFERENCES

  • Irving (T A) et al. Flip-Flops for Multiple-Valued Logic. IEEE Trans. C-25, 3; 1975; 237–246.
  • Mouftah (H T) & Jordon (I B). Integrated Circuits for Ternary Logic. Proc. International Symp. on Multiple-Valued Logic, (1974) P 285–302.
  • Rosenbloom (P C). The Elements of Mathematical Logic. Dover Publications, 1950. P 1–50.
  • Post (E L). Introduction to a General Theory of Elementary Propositions. American Journ. Maths. 43, 1; 1921; 163–185.
  • Mukhopadhaya (A). Symmetric Ternary Switching Functions. IEEE Trans. EC-15, 10; 1966; 731–739.
  • Vranesic (Z G), Lee (E L) & Smith (K C). A Many-Valued Algebra for Switching System. IEEE Trans. C-19, 10; 1970; 964–971.
  • Yoeli (M) & Rosenfeld (G). Logic Design of Ternary Switching Circuits. IEEE Trans. EC-14, 2; 1965; 19–29.
  • Kohavi (Z). Switching and Finite Automata Theory. McGraw-Hill Inc., New York, 1973. P 48–54.

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