Max Black’s two identical spheres thought experiment

E404585

Max Black’s two identical spheres thought experiment is a philosophical scenario that challenges the principle that no two distinct objects can share all their properties by imagining a universe containing only two perfectly identical spheres.

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Statements (45)

Predicate Object
instanceOf counterexample proposal ⓘ
metaphysical thought experiment ⓘ
philosophical thought experiment ⓘ
assumes a universe containing only two spheres ⓘ
no qualitative differences between the spheres ⓘ
perfect spatial symmetry ⓘ
authorWork Max Black ⓘ
challenges Leibniz’s Law ⓘ
identity of indiscernibles principle ⓘ
creator Max Black ⓘ
debatedBy metaphysicians ⓘ
debatedIn analytic philosophy ⓘ
describedIn “The Identity of Indiscernibles” ⓘ
field metaphysics ⓘ
philosophy of language ⓘ
philosophy of logic ⓘ
hasFeature no external reference points in the universe ⓘ
perfectly homogeneous surrounding space ⓘ
spheres are distinguished only by being numerically two ⓘ
two spheres share all qualitative properties ⓘ
hasInterpretation as a challenge to purely qualitative individuation ⓘ
as support for primitive thisness (haecceity) ⓘ
influenced debates on qualitative vs numerical identity ⓘ
discussions of haecceitism ⓘ
modal metaphysics ⓘ
involves numerical distinctness ⓘ
possible world semantics ⓘ
qualitative indiscernibility ⓘ
spatial relations ⓘ
mainTopic haecceity ⓘ
identity of indiscernibles ⓘ
individuation of objects ⓘ
possible worlds ⓘ
relational properties ⓘ
symmetry and individuation ⓘ
philosophicalStatus controversial ⓘ
publicationYear 1952 ⓘ
relatedTo Leibniz’s identity of indiscernibles ⓘ
Max Black ⓘ
possible worlds theory ⓘ
symmetry arguments in metaphysics ⓘ
supportsView possibility of distinct but qualitatively indiscernible objects ⓘ
timePeriod 20th century analytic philosophy ⓘ
usedAs argument against strong versions of Leibniz’s Law ⓘ
usesExampleOf two perfectly identical spheres ⓘ

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identity of indiscernibles → hasFamousExample → Max Black’s two identical spheres thought experiment ⓘ