04/23/2015, 04:54 PM
Bye contrast the half-iterates of x^2 and x^2 - 1/4 intersect infinitely often.
Regards
Tommy1729
Regards
Tommy1729
Tetration Forum
›
Tetration and Related Topics
›
Mathematical and General Discussion
exp^[3/2](x) > sinh^[1/2](exp(x)) ?
exp^[3/2](x) > sinh^[1/2](exp(x)) ?
|
exp^[3/2](x) > sinh^[1/2](exp(x)) ?
|
|
« Next Oldest | Next Newest »
|
| Messages In This Thread |
|
exp^[3/2](x) > sinh^[1/2](exp(x)) ? - by tommy1729 - 04/21/2015, 12:09 PM
RE: exp^[3/2](x) > sinh^[1/2](exp(x)) ? - by tommy1729 - 04/21/2015, 01:21 PM
RE: exp^[3/2](x) > sinh^[1/2](exp(x)) ? - by tommy1729 - 04/23/2015, 04:38 PM
RE: exp^[3/2](x) > sinh^[1/2](exp(x)) ? - by sheldonison - 04/24/2015, 12:40 AM
RE: exp^[3/2](x) > sinh^[1/2](exp(x)) ? - by tommy1729 - 04/23/2015, 04:54 PM
RE: exp^[3/2](x) > sinh^[1/2](exp(x)) ? - by tommy1729 - 04/24/2015, 02:07 PM
RE: exp^[3/2](x) > sinh^[1/2](exp(x)) ? - by sheldonison - 04/24/2015, 02:59 PM
RE: exp^[3/2](x) > sinh^[1/2](exp(x)) ? - by tommy1729 - 10/26/2015, 01:07 AM
|
| Possibly Related Threads… | |||||
| Thread | Author | Replies | Views | Last Post | |
| using sinh(x) ? | tommy1729 | 103 | 372,538 |
02/06/2023, 10:42 PM Last Post: tommy1729 |
|
| [exercise] fractional iteration of f(z)= 2*sinh (log(z)) ? | Gottfried | 4 | 9,619 |
03/14/2021, 05:32 PM Last Post: tommy1729 |
|
| 2*sinh(3^h*asinh(x/2)) is the superfunction of (...) ? | Gottfried | 5 | 19,674 |
09/11/2013, 08:32 PM Last Post: Gottfried |
|
| zeta and sinh | tommy1729 | 0 | 6,280 |
05/30/2011, 12:07 PM Last Post: tommy1729 |
|
Users browsing this thread: 6 Guest(s)