• 0 Vote(s) - 0 Average
• 1
• 2
• 3
• 4
• 5
 tommy's new conjecture/theorem/idea (2022) ?? tommy1729 Ultimate Fellow Posts: 1,625 Threads: 364 Joined: Feb 2009 06/22/2022, 11:49 PM Analytic tetration functions that grow at modest speed in the imaginary direction and are analytic when re(z) > 1 and erf(z) is small ;  are uniquely determined by the points that reach integer values. This insight came from the gaussian method. more later regards tommy1729 « Next Oldest | Next Newest »

 Possibly Related Threads… Thread Author Replies Views Last Post iterating z + theta(z) ? [2022] tommy1729 5 42 4 hours ago Last Post: JmsNxn " tommy quaternion " tommy1729 30 7,621 5 hours ago Last Post: Catullus Tommy's Gaussian method. tommy1729 34 8,601 06/28/2022, 02:23 PM Last Post: tommy1729 Reviving an old idea with 2sinh. tommy1729 7 235 06/28/2022, 02:14 PM Last Post: tommy1729 Some "Theorem" on the generalized superfunction Leo.W 48 15,450 06/18/2022, 08:39 AM Last Post: Leo.W Revitalizing an old idea : estimated fake sexp'(x) = F3(x) tommy1729 0 318 02/27/2022, 10:17 PM Last Post: tommy1729 tommy beta method tommy1729 0 528 12/09/2021, 11:48 PM Last Post: tommy1729 tommy's singularity theorem and connection to kneser and gaussian method tommy1729 2 1,108 09/20/2021, 04:29 AM Last Post: JmsNxn conjecture 666 : exp^[x](0+si) tommy1729 2 1,209 05/17/2021, 11:17 PM Last Post: tommy1729 An intuitive idea log*^[n](F(exp*^[n](z0))) tommy1729 0 962 03/03/2021, 12:57 AM Last Post: tommy1729

Users browsing this thread: 1 Guest(s)