Brugmann's law

E520890

Brugmann's law is a sound law in Indo-European linguistics that explains how certain Proto-Indo-European vowels developed specifically in the Indo-Iranian branch.

All labels observed (2)

Label Occurrences
Brugmann's law canonical 2
Saussure's law 1

How this entity was disambiguated

Statements (41)

Predicate Object
instanceOf historical linguistics concept ⓘ
phonological rule ⓘ
sound law ⓘ
appliesTo Proto-Indo-European ⓘ
appliesToBranch Indo-Iranian ⓘ
appliesToSegment Proto-Indo-European *o ⓘ
concerns sound change conditioning ⓘ
syllable structure ⓘ
vowel quantity ⓘ
vowel timbre ⓘ
contrastsWith Bartholomae's law ⓘ
Grassmann's law ⓘ
describes development of Proto-Indo-European *o in Indo-Iranian ⓘ
lengthening of *o in open syllables before a single consonant and a vowel ⓘ
documentedIn Indo-European phonology literature ⓘ
field Indo-European linguistics ⓘ
Indo-Iranian linguistics ⓘ
hasEnvironmentCondition before a single consonant plus vowel sequence ⓘ
open syllable ⓘ
hasExampleLanguage Old Avestan ⓘ
linked to: Avestan language

Vedic Sanskrit ⓘ
hasScope Proto-Indo-European to Proto-Indo-Iranian sound change ⓘ
hasTheoreticalRole evidence for systematic vowel changes in Indo-Iranian ⓘ
influences etymological analysis of Indo-Iranian vocabulary ⓘ
isPartOf Indo-Iranian sound laws ⓘ
languageFamilyContext Indo-European ⓘ
namedAfter Karl Brugmann ⓘ
proposedBy Karl Brugmann ⓘ
reconstructsChange Proto-Indo-European *o > Indo-Iranian *ā in certain environments ⓘ
relatedConcept Neogrammarian hypothesis ⓘ
relatedTo regularity of sound change ⓘ
relevantTo Avestan historical phonology ⓘ
Sanskrit historical phonology ⓘ
resultsInSegment Indo-Iranian *ā ⓘ
status generally accepted in Indo-European studies ⓘ
timeOfProposal late 19th century ⓘ
typeOfChange conditioned vowel lengthening ⓘ
usedFor explaining Avestan vowel alternations ⓘ
explaining Sanskrit vowel alternations ⓘ
usedIn reconstruction of Proto-Indo-European vocalism ⓘ
reconstruction of Proto-Indo-Iranian ⓘ

How these facts were elicited

Referenced by (3)

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

Indo-European phonology → studies → Brugmann's law ⓘ
Winter's law → relatedTo → Saussure's law ⓘ
linked to: Brugmann's law
Osthoff's law → relatedTo → Brugmann's law ⓘ