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Universal 1348:

Posted in Universals Archive

Universal 1348:

Original
A subtrahend is always a simple lexical expression.
Standardized
In numeral systems, a subtrahend is always a simple lexical expression.
Keywords
numeral
Domain
word formation
Type
implication
Status
achronic
Quality
absolute
Basis
56 languages mentioned in Greenberg 1978a
Source
Greenberg 1978a: 260 (#13)
Counterexamples

One Comment

  1. FP
    FP

    1. The subtrahend is the number subtracted, the minuend the number from which subtraction takes place, and the remainder is the result.2. By the term ‘lexical expression’ Greenberg means: Every numeral expresses a number as a function with one or more numbers as arguments. ‘Twenty-three’ in English expresses 23 as a function (a x b) + c in which the argument ‘a’ has the value 10, ‘b’ the value 2, and ‘c’ the value 3. A limiting case is the identity function which has the same value as its argument, e.g. ‘three’ = 3. If this is the case, we may say that a particular number receives simple lexical representation, none other than the identity function (cf. #530).3. According to this implication, numerals like ‘two from twenty’ (where the subtrahend, ‘two’, is simple) are possible, numerals like ‘four-teen from twenty’ (where the subtrahend is complex) are ruled out.4. Whereas the subtrahend may not be complex, the minuend may be. For example in Yoruba (Defoid, Benue-Congo) 65 is [(20×4)-10]-5, in which there are two complex minuends, (20×4) and (20×4)-10.

    1. May 2020

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