02/21/2013, 11:40 PM
Am I the only one who finds this intresting ?
Behaviour of exp^[1/2](2 log^[1/2](x)) and exp^[1/2](1/2 log^[1/2](x)) ?
|
« Next Oldest | Next Newest »
|
Messages In This Thread |
Behaviour of exp^[1/2](2 log^[1/2](x)) and exp^[1/2](1/2 log^[1/2](x)) ? - by tommy1729 - 02/20/2013, 12:38 AM
RE: Behaviour of exp^[1/2](2 log^[1/2](x)) and exp^[1/2](1/2 log^[1/2](x)) ? - by tommy1729 - 02/20/2013, 10:58 PM
RE: Behaviour of exp^[1/2](2 log^[1/2](x)) and exp^[1/2](1/2 log^[1/2](x)) ? - by tommy1729 - 02/21/2013, 11:40 PM
RE: Behaviour of exp^[1/2](2 log^[1/2](x)) and exp^[1/2](1/2 log^[1/2](x)) ? - by cosurgi - 02/23/2013, 11:54 PM
RE: Behaviour of exp^[1/2](2 log^[1/2](x)) and exp^[1/2](1/2 log^[1/2](x)) ? - by Balarka Sen - 02/24/2013, 06:54 AM
RE: Behaviour of exp^[1/2](2 log^[1/2](x)) and exp^[1/2](1/2 log^[1/2](x)) ? - by cosurgi - 02/24/2013, 10:22 AM
RE: Behaviour of exp^[1/2](2 log^[1/2](x)) and exp^[1/2](1/2 log^[1/2](x)) ? - by Balarka Sen - 02/24/2013, 10:56 AM
RE: Behaviour of exp^[1/2](2 log^[1/2](x)) and exp^[1/2](1/2 log^[1/2](x)) ? - by tommy1729 - 02/26/2013, 11:33 PM
|
Possibly Related Threads… | |||||
Thread | Author | Replies | Views | Last Post | |
Behaviour of tetration into the real negatives | Shanghai46 | 1 | 578 |
10/12/2023, 11:01 PM Last Post: leon |
|
Real and complex behaviour of the base change function (was: The "cheta" function) | bo198214 | 39 | 104,360 |
08/13/2011, 06:33 PM Last Post: bo198214 |