Vox LatinaThis is a reissue in paperback of the second edition of Professor Allen's highly successful book on the pronunciation of Latin in Rome in the Golden Age. In the second edition the text of the first edition is reprinted virtually unchanged but is followed by a section of supplementary notes that deal with subsequent developments in the subject. The author also added an appendix on the names of the letters of the Latin alphabet and a select bibliography. |
Other editions - View all
Vox Latina: A Guide to the Pronunciation of Classical Latin W. Sidney Allen No preview available - 1978 |
Common terms and phrases
apply articulation aspiration beside cent century A.D. Cicero classical Latin classical period consonantal diphthong discussion disyllabic early Latin elision Ennius environments Erasmus example fact final syllable final vowel French fricative front vowel function further Gellius grammarians Greek heavy syllable hexameter i-consonant indicate initial inscr intervocalic Italian Lachmann's Law late Latin lengthening letters light syllable lingua littera long vowel longa Marius Victorinus Maurus metrical nasalized vowels neque Nigidius Figulus normal nunciation Old Latin phonetic pitch accent Plautus Plautus and Terence plosive Pompeius position preceding syllable preceding vowel Priscian probably pronounced pronunciation pronunciation of Latin quae quantity Quintilian refer represented Romance evidence Romance languages Sanskrit seems semivowel short vowel similarly sonum sound speech spelling suggested supplementary note symbol tamen Terentianus Terentianus Maurus tion Varro velar Velius Longus Vergil Vict voiced voiceless vowel length words
Popular passages
Page 2 - The prominence of sounds may be due to inherent sonority (carrying power), to length or to stress or to special intonation, or to combinations of these. 210. Thus in every sentence there is a kind of undulation of prominence which is easily perceived by the hearer. This undulation may be visualized as a wavy line with 'peaks' (denoting maxima of prominence) and Valleys' (denoting minima of prominence).



