21:4821:48, 2 October 2023diffhist−46
Factorial number system
→Examples: Fixed error regarding the reason a factoradic is not a true numeral system. It’s not the separators that would prevent this, it’s the fact that arbitrarily large numbers will require arbitrarily many different symbols. There is no fixed set of numerals to use to represent all factoradic numbers. In general, the natural numbers up to (n!-1) will require n different symbols to represent them.Tags: Mobile editMobile web editAdvanced mobile edit