Are there any prime patterns that become more apparent in non-decimal number systems?And no I don't think I'm super clever and somehow thought of something that no mathematician has considered before. It just occurred to me and I know someone has looked into it and I'm curious.
>>16553907If by “prime pattern” you mean patterns involving prime numbers, then those are independent of the base you’re using by definition.
>>16553907Base last prime3 in base 2 is 11 or5 in base 3 is 12 or7 in base 5 is 12 11 in base 7 is 1413 in base 11 is 1217 in base 13 is 1419 in base 17 is 1223 in base 18 is 1429 in base 23 is 1631 in base 29 is 1237 in base 31 is 1641 in base 37 is 1443 in base 41 is 1247 in base 43 is 1453 in base 47 is 1659 in base 53 is 1661 in base 59 is 1267 in base 61 is 1671 in base 67 is 1473 in base 71 is 1279 in base 73 is 1683 in base 79 is 1489 in base 83 is 1697 in base 83 is 18
