Volume 13 · Number 1 · Pages 21–22
Laws of Form and Paraconsistent Logic

Jean Paul Van Bendegem

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Abstract

Open peer commentary on the article “Mathematical Work of Francisco Varela” by Louis H. Kauffman. Upshot: The aim of this commentary is to show that a new development in formal logic, namely paraconsistent logic, should be connected with the laws of form. This note also includes some personal history to serve as background.

Citation

Van Bendegem J. P. (2017) Laws of form and paraconsistent logic. Constructivist Foundations 13(1): 21–22. http://constructivist.info/13/1/021

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References

Banaschewski B. (1977) On G. Spencer Brown’s Laws of Form. Notre Dame Journal of Formal Logic 18(3): 507–509. ▸︎ Google︎ Scholar
Carnielli W. A. (2009) Formal polynomials and the laws of form. In: Béziau J. Y. & Costa-Leite A. (eds.) The multiple dimensions of logic. CLE Unicamp, Campinas: 202–212. ▸︎ Google︎ Scholar
Karpenko A. & Tomova N. (2017) Bochvar’s three-valued logic and literal paralogics: Their lattice and functional equivalence. Logic and Logical Philosophy 26: 207–235. ▸︎ Google︎ Scholar
Priest G., Tanaka K. & Weber Z. (2017) Paraconsistent logic. In: Zalta E. N. (ed.) The Stanford encyclopedia of philosophy. http://plato.stanford.edu/entries/logic-paraconsistent/
Van Bendegem J. P. (1992) Strict finitism meant to please the anti‑finitist. ANPA­-West 3(1): 6‑17. ▸︎ Google︎ Scholar

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