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Lachmann's law

Lachmann's law is a somewhat disputed phonological sound law for Latin named after German Indo-Europeanist Karl Lachmann who first formulated it in 1850. According to it, vowels in Latin lengthen before Proto-Indo-European voiced stops which are followed by another (unvoiced) stop.

Examples
PIE 'led' > (cf. short vowel in Ancient Greek ) • PIE 'fortified' > (cf. short vowel in Sanskrit ) • PIE 'covered' > (cf. short vowel in Ancient Greek ) ==Explanations==
Explanations
According to Paul Kiparsky, Lachmann's law is an example of a sound law that affects deep phonological structure, not the surface result of phonological rules. In Proto-Indo-European, a voiced stop was already pronounced as voiceless before voiceless stops, as the assimilation by voicedness must have been operational in PIE ( → 'forced, made'). Lachmann's law, however, did not act upon the result of the assimilation, but on the deep structure > > . Jay Jasanoff defends the Neogrammarian analysis of Lachmann's law as analogy followed by sound change. ( ⇒ * > * > ). Although this formulation ultimately derives from Ferdinand de Saussure, Jasanoff's formulation also explains problems such as: • > * > • - ⇒ *- > • > * ⇒ * > * > Because Lachmann's law also does not operate before PIE voiced aspirate stops, glottalic theory reinterprets the law as reflecting lengthening before glottalized stops, not voiced stops. ==See also==
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