[rule 30] Is it possible to easily rewrite rule 30 in terms of modular arithmetic ? tommy1729 Ultimate Fellow Posts: 1,703 Threads: 374 Joined: Feb 2009 07/24/2014, 11:09 PM Is it possible to easily rewrite rule 30 in terms of modular arithmetic ? I Always want to rewrite cellular automatons/tag systems in terms of modular arithmetic. But it seems hard. So take rule 30. we have imput A , B , C and output D. all values are either 0 or 1. Can we easily find F(A,B,C) = D mod 2 or some similar modular arithmetic to do rule 30 ? I assume to take F as an integer polynomial. I consider replacing values 0,1 with 2,3 and doing F*(A,B,C) = D mod 5. But Im still puzzled. And kinda embarressed to ask. There is, or might be , a slight connection to tetration. But dont ask yet, its complicated. regards tommy1729 « Next Oldest | Next Newest »

 Messages In This Thread [rule 30] Is it possible to easily rewrite rule 30 in terms of modular arithmetic ? - by tommy1729 - 07/24/2014, 11:09 PM

 Possibly Related Threads… Thread Author Replies Views Last Post Continuously Iterating Modular Arithmetic Catullus 17 1,083 07/22/2022, 02:16 AM Last Post: MphLee [Video] From modular forms to elliptic curves - The Langlands Program MphLee 1 282 06/19/2022, 08:40 PM Last Post: JmsNxn Trying to get Kneser from beta; the modular argument JmsNxn 2 729 03/29/2022, 06:34 AM Last Post: JmsNxn The super 0th root and a new rule of tetration? Xorter 4 10,122 11/29/2017, 11:53 AM Last Post: Xorter Cellular auto : rule 30 number ? tommy1729 0 3,038 08/03/2016, 08:31 PM Last Post: tommy1729 Tetration and modular arithmetic. tommy1729 0 3,948 01/12/2014, 05:07 AM Last Post: tommy1729 modular tetration tommy1729 0 4,140 12/26/2010, 10:11 PM Last Post: tommy1729 Modular arithmetic Stereotomy 3 9,897 04/03/2010, 12:00 PM Last Post: bo198214 Arithmetic in the height-parameter (sums, series) Gottfried 7 19,723 02/06/2010, 12:52 AM Last Post: bo198214 Crazy power series in terms of base e andydude 3 11,952 06/14/2009, 11:40 PM Last Post: tommy1729

Users browsing this thread: 1 Guest(s)