In this paper I will focus on how peircean Semiotics refers to a theory of continuity (Synechism) in order to work as a cognitive theory capable to link the incapacity of intuition and the refusal of the unknowable. Peircean’s theory of continuity will be illustrated, paying particular attention to the relationship between continuity and infinitesimals. I will finally describe how peircean’s Synechism is able to define The Law of Mind and keep together Semiotics and Mathematics within a cognitive semiotic framework.

Claudio Paolucci (2014). Semiotica e matematica in Peirce. Anti-intuizionismo, rifiuto dell'inconoscibile e teoria del continuum. VS, 118, 63-88.

Semiotica e matematica in Peirce. Anti-intuizionismo, rifiuto dell'inconoscibile e teoria del continuum

PAOLUCCI, CLAUDIO
2014

Abstract

In this paper I will focus on how peircean Semiotics refers to a theory of continuity (Synechism) in order to work as a cognitive theory capable to link the incapacity of intuition and the refusal of the unknowable. Peircean’s theory of continuity will be illustrated, paying particular attention to the relationship between continuity and infinitesimals. I will finally describe how peircean’s Synechism is able to define The Law of Mind and keep together Semiotics and Mathematics within a cognitive semiotic framework.
2014
VS
Claudio Paolucci (2014). Semiotica e matematica in Peirce. Anti-intuizionismo, rifiuto dell'inconoscibile e teoria del continuum. VS, 118, 63-88.
Claudio Paolucci
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/375453
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