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THE LINGUISTICS STUDENT’S HANDBOOK 152<br />

Functional Load<br />

Madonia (1969: 84) summarises the notion of functional load as ‘the worth of<br />

an opposition in a given language’ 2 (My translation). Madonia considers only<br />

the functional load of phonemic distinctions, which she measures either by the<br />

frequency of the opposition in words which can appear in the same context or<br />

by the frequency of the phonemes in discourse. This is viewed as part of the<br />

economy of linguistic structure. Phonemes with a higher functional load are<br />

more stable, i.e. more resistant to change.<br />

Grassmann’s Law<br />

Grassmann’s Law was set out in Grassmann (1863). It concerns the deaspiration<br />

of the first of a sequence of two aspirated consonants in Sanskrit.<br />

Grimm’s Law<br />

Grimm’s Law is essentially a statement of regular correspondences between<br />

certain consonants in Indo-European (inherited in Sanskrit, Greek, Latin and<br />

other Indo-European languages) and those in the Germanic languages. The<br />

implication is that there was a change which set Germanic off from its Indo-<br />

European parent language, and that change is usually called the first Germanic<br />

Consonant Shift. The correspondences are set out in (1).<br />

(1) Indo-European voiced plosives correspond to voiceless plosives in<br />

Germanic.<br />

(e.g. Latin dens, dentis corresponds to Danish tand, English tooth.)<br />

Indo-European voiceless plosives correspond to voiceless fricatives in<br />

Germanic.<br />

(e.g. Latin tres corresponds to English three.)<br />

Indo-European voiced aspirated plosives correspond to voiced fricatives<br />

(often to voiced plosives in the modern languages) in Germanic.<br />

(e.g. Indo-European *bhrāter- corresponds to English brother.)<br />

This correspondence was stated in Grimm (1822). There has been some discussion<br />

of the extent to which Grimm’s Law was really discovered by Grimm<br />

and the extent to which it was really discovered by Rasmus Rask, but it seems<br />

clear that the statement of the shift as a unitary process is properly Grimm’s.<br />

For an extension to Grimm’s Law, see Verner’s Law.<br />

2 ‘Par rendement fonctionnel, on entend l’importance d’une opposition dans une<br />

langue donnée.’

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