Universal 1352: Original A serialized augend is always larger than its addends. Standardized In numeral systems, a serialized augend is always larger than its addends.…
Universal 1352:
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Das grammatische Raritätenkabinett & The Universals Archive
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Universal 1352: Original A serialized augend is always larger than its addends. Standardized In numeral systems, a serialized augend is always larger than its addends.…
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Universal 1353: Original Whenever there are three or more summands and at least one is a product, parenthesization starts by separating the summand with the…
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Universal 1354: Original The maximum number of sporadic addends is two. Standardized In numeral systems, the maximum number of sporadic addends is two. Keywords numeral…
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Universal 1355: Original All adverbially or partitively expressed multiplicands are serialized multiplicands. Standardized In numeral systems, all adverbially or partitively expressed multiplicands are serialized multiplicands.…
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Universal 1356: Original All the bases of systems are divisible by the fundamental base. Standardized All the bases of numeral systems are divisible by the…
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Universal 1357: Original A multiplicand in a pseudo-base is always smaller than its multiplier. Standardized In numeral systems, a multiplicand in a pseudo-base is always…
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Universal 1358: Original If a serialized multiplicand is a factor in some product in which the multiplier is larger than the multiplicand, it is also…
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Universal 1359: Original The maximum number of sporadic factors is two. Standardized In numeral systems, the maximum number of sporadic factors is two. Keywords numeral…
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Universal 1360: Original Only a base is ever multiplied by 1. Standardized In numeral systems, only a base is ever multiplied by 1. Keywords numeral…
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Universal 1361: Original If the multiplier follows the multiplicand in a particular numeral, it follows in all higher numerals which are expressed by multiplication. Where…