Bridging fractional iteration and fractional calculus
#1
Shouldn't there be a bridge between fractional iteration and fractional calculus? Consider my work on fractional iteration that derives the fractional iteration of a function from a fixed point. What if abstractly the function being iterated is the differential function and the fixed point is the exponential function?
Daniel
Reply


Messages In This Thread
Bridging fractional iteration and fractional calculus - by Daniel - 03/25/2023, 08:27 AM

Possibly Related Threads…
Thread Author Replies Views Last Post
  Fractional tetration method Koha 2 6,027 06/05/2025, 01:40 AM
Last Post: Pentalogue
  ChatGPT checks in on fractional iteration. Daniel 0 3,419 05/17/2023, 01:48 PM
Last Post: Daniel
  Fractional Integration Caleb 11 13,869 02/10/2023, 03:49 AM
Last Post: JmsNxn
  Discussing fractional iterates of \(f(z) = e^z-1\) JmsNxn 2 4,738 11/22/2022, 03:52 AM
Last Post: JmsNxn
  Fibonacci as iteration of fractional linear function bo198214 48 55,700 09/14/2022, 08:05 AM
Last Post: Gottfried
  The iterational paradise of fractional linear functions bo198214 7 9,931 08/07/2022, 04:41 PM
Last Post: bo198214
  Describing the beta method using fractional linear transformations JmsNxn 5 8,639 08/07/2022, 12:15 PM
Last Post: JmsNxn
  Apropos "fix"point: are the fractional iterations from there "fix" as well? Gottfried 12 15,050 07/19/2022, 03:18 AM
Last Post: JmsNxn
  Fractional iteration of x^2+1 at infinity and fractional iteration of exp bo198214 17 53,116 06/11/2022, 12:24 PM
Last Post: tommy1729
  [exercise] fractional iteration of f(z)= 2*sinh (log(z)) ? Gottfried 4 9,467 03/14/2021, 05:32 PM
Last Post: tommy1729



Users browsing this thread: 1 Guest(s)