Kauffman L. H. (1987) Imaginary values in mathematical logic. In: Proceedings of the Seventeenth International Conference on Multiple Valued Logic. IEEE: 282–289. https://cepa.info/1842
(1987)
Imaginary values in mathematical logic.
In: Proceedings of the Seventeenth International Conference on Multiple Valued Logic. IEEE: 282–289.
Fulltext at https://cepa.info/1842
Publication 1842
We discuss the relationship of G. Spencer-Brown’s Laws of Form with multiple-valued logic. The calculus of indications is presented as a diagrammatic formal system. This leads to new domains and values by allowing infinite and self-referential expressions that extend the system. We reformulate the Varela/Kauffman calculi for self-reference, and give a new completeness proof for the corresponding three-valued algebra (CSR).
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