Arrow paradox

E264819

The Arrow paradox is an ancient philosophical argument that challenges the coherence of motion by claiming that a flying arrow must be motionless at every instant of its flight.

All labels observed (1)

Label Occurrences
Arrow paradox canonical 6

How this entity was disambiguated

Statements (48)

Predicate Object
instanceOf Zeno's paradox ⓘ
ancient Greek philosophical argument ⓘ
philosophical paradox ⓘ
aimsToShow the concept of motion is incoherent ⓘ
aimsToSupport Parmenides' denial of change and motion ⓘ
concludes the arrow is always at rest ⓘ
hasAuthor Zeno of Elea ⓘ
hasCategory ancient Greek logic ⓘ
metaphysical paradox ⓘ
philosophy of mathematics ⓘ
hasCounterArgument motion is defined over intervals, not instants ⓘ
hasCounterArgumentBy Aristotle ⓘ
hasHistoricalPeriod 5th century BCE ⓘ
hasInfluenced analytic philosophy of motion ⓘ
debates about the structure of time ⓘ
discussions of supertasks ⓘ
hasInterpretation argument against atomistic conceptions of time ⓘ
challenge to the notion of time as a series of static instants ⓘ
hasMainClaim a flying arrow is motionless at every instant of its flight ⓘ
if time is composed of instants, motion is impossible ⓘ
hasMainTheme change ⓘ
continuity ⓘ
infinity ⓘ
instantaneous state ⓘ
motion ⓘ
time ⓘ
hasModernResponse calculus-based account of instantaneous velocity ⓘ
continuous models of time and motion ⓘ
four-dimensional spacetime interpretations ⓘ
real analysis treatment of limits ⓘ
hasOriginalLanguage Ancient Greek ⓘ
hasPhilosophicalTradition Eleatic school ⓘ
hasPurpose to defend Eleatic monism ⓘ
to refute common-sense belief in motion ⓘ
isDiscussedIn Aristotle's Physics ⓘ
isPartOf Zeno's arguments against motion ⓘ
linked to: Paradoxes of motion
isRelatedTo Achilles and the tortoise paradox ⓘ
Dichotomy paradox ⓘ
Stadium paradox ⓘ
Zeno's paradoxes of motion ⓘ
linked to: Paradoxes of motion

calculus ⓘ
instantaneous velocity ⓘ
measure theory ⓘ
philosophy of physics ⓘ
philosophy of time ⓘ
usesAssumption at any instant an object occupies a space equal to itself ⓘ
if an object is at rest in an instant, it is at rest during that instant ⓘ
time is composed of discrete instants ⓘ

How these facts were elicited

Referenced by (6)

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

Zeno of Elea → paradox → Arrow paradox ⓘ
Paradoxes of motion → includes → Arrow paradox ⓘ
Achilles and the tortoise → isRelatedTo → Arrow paradox ⓘ
Dichotomy paradox → isRelatedTo → Arrow paradox ⓘ
Stadium paradox → relatedTo → Arrow paradox ⓘ
Stadium (Zeno's paradox) → relatedTo → Arrow paradox ⓘ