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Assertive graphs

Journal of Applied Non-Classical Logics. 2018. Vol. 28. No. 1. P. 72–91.
Bellucci F., Chiffi D., Pietarinen A.

Peirce and Frege both distinguished between the propositio

nal content of an assertion and

the assertion of a propositional content, but with different

notational means. We present a

modification of Peirce’s graphical method of logic that can b

e used to reason about assertions

in a manner similar to Peirce’s original method. We propose a

new system of Assertive

Graphs (AGs), which unlike the tradition that follows Frege

involves no

ad hoc

sign of

assertion. We show that axioms of intuitionistic logic can b

e derived from AGs, and argue

that AGs analyse and represent assertions and illocutionar

y content in a way which is

motivated both by its logical properties and its historical

connection with the ideas that led

to the development of the graphical method.

Language: English
DOI
Text on another site
Keywords: Gottlob FregePeirce Intuitionism Assertive Graphs Existential Graphs Assertion
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