The logical contingency of identity

I show that intuitive and logical considerations do not justify introducing Leibniz’s Law of the Indiscernibility of Identicals in more than a limited form, as applying to atomic formulas. Once this is accepted, it follows that Leibniz’s Law generalises to all formulas of the first-order Predicate C...

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Permalink: http://skupni.nsk.hr/Record/nsk.NSK01001024587/Details
Matična publikacija: European journal of analytic philosophy (Online)
14 (2018), 2 ; str. 5-10
Glavni autor: Ben-Yami, Hanoch (Author)
Vrsta građe: e-članak
Jezik: eng
Predmet:
Online pristup: https://doi.org/10.31820/ejap.14.2.1
Elektronička verzija članka
Elektronička verzija članka
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520 |a I show that intuitive and logical considerations do not justify introducing Leibniz’s Law of the Indiscernibility of Identicals in more than a limited form, as applying to atomic formulas. Once this is accepted, it follows that Leibniz’s Law generalises to all formulas of the first-order Predicate Calculus but not to modal formulas. Among other things, identity turns out to be logically contingent. 
653 0 |a Leibnizov zakon  |a Identitet  |a Nerazlučivost identiteta  |a Kontingencija 
653 1 |a Leibniz, Gottfried Wilhelm 
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