Reichenbach epsilon

E886591

Reichenbach epsilon is a parameter introduced by Hans Reichenbach to characterize the conventional freedom in defining simultaneity and clock synchronization in special relativity.

All labels observed (1)

Label Occurrences
Reichenbach epsilon canonical 1

How this entity was disambiguated

Statements (30)

Predicate Object
instanceOf conventionality parameter ⓘ
philosophy of physics concept ⓘ
synchrony parameter ⓘ
appearsInEquation t_B = t_A + ε (t_A' − t_A) ⓘ
appliesTo inertial reference frames ⓘ
associatedWith conventionality of simultaneity debate ⓘ
philosophy of space and time ⓘ
assumes isotropy of two-way light speed ⓘ
characterizes conventional freedom in clock synchronization ⓘ
conventional freedom in defining simultaneity ⓘ
contrastsWith unique, non-conventional simultaneity ⓘ
defines time assigned to a distant event via light-signal synchronization ⓘ
dependsOn choice of simultaneity convention ⓘ
doesNotAffect two-way speed of light ⓘ
formalizes freedom in defining distant simultaneity ⓘ
hasSymbol ε ⓘ
historicalContext 20th-century discussions of relativity foundations ⓘ
introducedBy Hans Reichenbach ⓘ
isConventional true ⓘ
isDimensionless true ⓘ
motivatedBy empirical underdetermination of one-way light speed ⓘ
relatedConcept Edwards–Winnie synchrony ⓘ
gauge freedom in time coordinate choice ⓘ
relatesTo Einstein synchrony convention ⓘ
one-way speed of light ⓘ
standardValueInEinsteinConvention 1/2 ⓘ
usedBy philosophers of physics ⓘ
relativists ⓘ
usedInTheory special relativity ⓘ
valueRange 0 ≤ ε ≤ 1 ⓘ

How these facts were elicited

Referenced by (1)

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