These last weeks I have been revisiting Charles Sanders Peirce's logical or thought diagrams (what he called, alpha, beta and gamma diagramms) and I found many of them highly interesting. Some examples are in this paper about their history and in this essay. My first impression was that maybe Feynman diagrams might have found inspiration in them... I would like to know whether some mathematical development has hinged on those intuitions by Peirce, and, if so, in which way. Thanks in advance.
2026-03-28 08:08:16.1774685296
Developments from Charles Peirce's logic diagrams?
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The world authority on Peirce's diagrams is Zalamea:
Zalamea, Fernando. Peirce's logic of continuity. Docent Press, Boston, MA, 2012.
He refers to them as "existential graphs." My impression is that Peirce's work in this area is relatively unknown compared to that of Frege Dedekind and others. For this reason it may not have had that much influence. Part of Zalamea's effort seems to be to change that situation.