Universal #528
Legacy number: 528
| Number | 526 |
| Original | Every number n (0<n<L) can be expressed as part of the numeral system in any language. |
| Standardized | Every number n (0<n<L) can be expressed as part of the numeral system in any language. |
| Keywords | numeral |
| Domain | lexicon |
| Type | unconditional |
| Status | achronic |
| Quality | absolute |
| Basis | 56 languages mentioned in Greenberg 1978a |
| Source | Greenberg 1978a: 254 (#2) |
Discussion
Counterexamples
Comrie 1997: 45-46 mentions as possibly problematic Russian and French NPs where for extraneous reasons certain numerals may not combine with certain noun (e.g., *neuf oeufs).
Notes
So-called “thesis of continuity”; L stands for the ‘limit number’ which every human language has (cf. #527) as the next largest natural number after the largest expressible one in the system.
Comment
So-called "thesis of continuity"; L stands for the "limit number" which every human language has (cf. <a class="innerLink" href="browse.php?entry_id=527"><img src="../img/entry.gif" border="0">) as the next largest natural number after the largest expressible one in the system.
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