• 0 Vote(s) - 0 Average
• 1
• 2
• 3
• 4
• 5
 Negative, Fractional, and Complex Hyperoperations KingDevyn Junior Fellow Posts: 2 Threads: 2 Joined: May 2014 05/30/2014, 06:58 AM Is there a way to continue the patterns we see within the natural numbers of current hyper-operations (Hyper-1, Hyper-2, Hyper-3, Hyper-4, ect...) or at least prove that we cannot extend the value of the operation to fractional numbers? E.g. Hyper-1/2. Negative numbers? E.g. Hyper-(-2) Or even imaginary numbers? E.g. Hyper-3i. They need not be defined, but are these operations technically there, just without practical use? Or are our names for the hyper-operations strictly for listing and naming purposes, with no way to derive meaning from such a number? Could a fractional, or negative hyper-operation represent an operator we have already defined? E.g. Hyper-(-2)= Division, or Hyper-1/2 = Division? Comments on the controversy of Zeration are also encouraged. Thanks! « Next Oldest | Next Newest »

 Messages In This Thread Negative, Fractional, and Complex Hyperoperations - by KingDevyn - 05/30/2014, 06:58 AM RE: Negative, Fractional, and Complex Hyperoperations - by MphLee - 05/30/2014, 07:57 AM RE: Negative, Fractional, and Complex Hyperoperations - by MphLee - 05/30/2014, 08:19 AM

 Possibly Related Threads... Thread Author Replies Views Last Post Complex Tetration, to base exp(1/e) Ember Edison 7 2,551 08/14/2019, 09:15 AM Last Post: sheldonison Math overflow question on fractional exponential iterations sheldonison 4 4,068 04/01/2018, 03:09 AM Last Post: JmsNxn How to find the first negative derivative ? tommy1729 0 1,526 02/13/2017, 01:30 PM Last Post: tommy1729 An explicit series for the tetration of a complex height Vladimir Reshetnikov 13 12,947 01/14/2017, 09:09 PM Last Post: Vladimir Reshetnikov [MSE] Fixed point and fractional iteration of a map MphLee 0 2,219 01/08/2015, 03:02 PM Last Post: MphLee Fractional calculus and tetration JmsNxn 5 7,567 11/20/2014, 11:16 PM Last Post: JmsNxn @Andydude References about the formalization of the Hyperoperations MphLee 3 4,033 07/25/2014, 10:41 AM Last Post: MphLee Theorem in fractional calculus needed for hyperoperators JmsNxn 5 6,839 07/07/2014, 06:47 PM Last Post: MphLee Easy tutorial on hyperoperations and noptiles MikeSmith 2 3,166 06/26/2014, 11:58 PM Last Post: MikeSmith Further observations on fractional calc solution to tetration JmsNxn 13 14,550 06/05/2014, 08:54 PM Last Post: tommy1729

Users browsing this thread: 1 Guest(s)