Paradoxes of plurality

E264816

Paradoxes of plurality are a set of arguments by Zeno of Elea that challenge the coherence of the concepts of plurality and divisibility in space and time.

All labels observed (1)

Label Occurrences
Paradoxes of plurality canonical 1

How this entity was disambiguated

Statements (44)

Predicate Object
instanceOf Zeno's paradox ⓘ
argument in metaphysics ⓘ
philosophical paradox ⓘ
addressesQuestion whether a finite magnitude can consist of infinitely many parts ⓘ
whether plurality implies both finite and infinite number of parts ⓘ
aimsToShow divisibility leads to contradiction ⓘ
plurality is incoherent ⓘ
associatedWith Eleatic school ⓘ
Parmenides ⓘ
category ancient philosophical argument ⓘ
challengesConcept divisibility ⓘ
plurality ⓘ
space ⓘ
time ⓘ
concerns composition of bodies ⓘ
continuity of space ⓘ
continuity of time ⓘ
debatedBy contemporary philosophers of logic ⓘ
historians of ancient philosophy ⓘ
epistemicStatus known only in fragmentary form ⓘ
field ancient Greek philosophy ⓘ
metaphysics ⓘ
philosophy of space and time ⓘ
hasInterpretation logical paradox of infinity ⓘ
metaphysical critique of common-sense ontology ⓘ
historicalPeriod 5th century BCE ⓘ
influenced Aristotle ⓘ
Plato ⓘ
later discussions of infinity ⓘ
philosophy of mathematics ⓘ
language ancient Greek ⓘ
logicalForm reductio ad absurdum ⓘ
mainProponent Zeno of Elea ⓘ
preservedThrough later doxographical sources ⓘ
reports by Aristotle ⓘ
purpose to defend Parmenides' denial of plurality and change ⓘ
relatedTo Zeno's paradoxes of motion ⓘ
linked to: Paradoxes of motion

paradoxes of infinity ⓘ
problem of the One and the Many ⓘ
supportsDoctrine Eleatic monism ⓘ
linked to: Eleatic school

the One is real and plurality is illusory ⓘ
usesNotion finite magnitude ⓘ
infinite divisibility ⓘ
infinite number of parts ⓘ

How these facts were elicited

Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

Zeno of Elea → notableWork → Paradoxes of plurality ⓘ