Universal #1176
Legacy number: 1176
| Number | 1172 |
| Original | If a language possesses a distributive-share universal quantifier, it possesses a simple universal quantifier. |
| Standardized | IF there is a distributive-share universal quantifier, THEN there will be a simple universal quantifier. |
| Formula | distributive-share universal quantifier ⇒ simple universal quantifier |
| Keywords | quantifier, distributive, universal |
| Domain | lexicon |
| Type | implication |
| Status | achronic |
| Quality | absolute |
| Basis | Georgian, Lezgian (both Caucasian), English, Ancient Greek, Russian, Spanish, Punjabi, Persian (all IE), Lakhota (Siouan), Maricopa (Hokan), Hebrew, Maltese, Galilean Arabic, Jewish Marrakesh Arabic (all Semitic, Afro-Asiatic), Bambara, Yoruba, Gã (all Niger-Congo), Buginese, Malay, Tagalog (all Malayo-Polynesian, Austronesian), Malayalam (Dravidian), Mandarin (Chinese, Sino-Tibetan), Nubian (E. Sudanic, Nilo-Saharan), Japanese (Japanese-Ryukyuan), Turkish (Turkic, Altaic), Hungarian (Ugric, Uralic), Warlpiri (Pama-Nyungan) |
| Source | Gil 1995: 348, U7 |
Discussion
No discussion yet.
Log in to join the discussion.