Friday, May 25, 2018

Diamond Bracket Forms and How to Count to Two; 10 of 10

From "Cybernetics & Human Knowing", Vol. 24 (2017), No. 3-4, pp. 161-188

        9. References

Belnap, N. D., “A useful four-valued logic,” pp. 8-37, Modern Uses of Multiple Valued Logics, edited by Dunn and Epstein, Reidel, Dordrecht, (1977)
          M. L. Ginsberg. Multivalued Logics: A Uniform Approach to Reasoning in AI. Computer Intelligence, 4, 256-316, (1988)
Nathaniel  Hellerstein, “Diamond, A Paradox Logic”,  Singapore: World Scientific Publishing Co. Ltd.,  Series on Knots and Everything, Vol. 23, (2010)

L. H. Kauffman, DeMorgan Algebras – “Completeness and Recursion”.   Proceedings of the Eighth International Conference on Multiple Valued Logic, IEEE Computer Society Press, 82-86, (1978)

L. H. Kauffman and F. G. Varela, “Form dynamics”, Journal of Social and Biological Structures, 171 – 206, (1980)

L. H. Kauffman, “Imaginary values in mathematical logic”,  Proceedings of the Seventeenth International Conference on Multiple Valued Logic, Boston MA, IEEE Computer Society Press, 282-289, (1987)

L. H. Kauffman, “Knot automata”,   Proceedings of the Twenty-Fourth International Conference on Multiple Valued Logic- Boston, IEEE Computer Society Press, 328-333, (1994)

George Spencer-Brown, “Laws of Form”, New York: the Julian Press (1972)

Tarski, “A lattice-theoretical fixpoint theorem and its applications”, Pacific J. Math (5)2, 285-309, (1955)
Varela and Goguen, “The Arithmetic of Closure”, Journal of Cybernetics 8:291-324, (1978)

No comments:

Post a Comment