Oddity with fsolve, nSolve, etc.
|
01-11-2014, 03:35 AM
Post: #8
|
|||
|
|||
RE: Oddity with fsolve, nSolve, etc.
I don't understand what you are trying to say, and where you are coming from.
1) Clearly, fsolve and nSolve return an incorrect root (namely 0.), when called with the arguments as I posted in my original posting. 2) Whether the examples show a single solution or not, the fact is that multiple solutions are returned for a particular interval (if they exist), which is actually very valuable and is welcomed, at least in my book. 3) What do you think is the third root of x^3-3*x^2+4 (if you believe 2 is not a double root)? But if you think that there is no problem, then that is fine with me. I just hope that HP listens in and takes a look at an incorrectly returned root with fsolve and nSolve. |
|||
« Next Oldest | Next Newest »
|
Messages In This Thread |
Oddity with fsolve, nSolve, etc. - Helge Gabert - 01-11-2014, 01:06 AM
RE: Oddity with fsolve, nSolve, etc. - Michael de Estrada - 01-11-2014, 02:31 AM
RE: Oddity with fsolve, nSolve, etc. - Helge Gabert - 01-11-2014, 02:37 AM
RE: Oddity with fsolve, nSolve, etc. - Michael de Estrada - 01-11-2014, 02:44 AM
RE: Oddity with fsolve, nSolve, etc. - Helge Gabert - 01-11-2014, 02:48 AM
RE: Oddity with fsolve, nSolve, etc. - Michael de Estrada - 01-11-2014, 03:14 AM
RE: Oddity with fsolve, nSolve, etc. - Helge Gabert - 01-11-2014, 03:05 AM
RE: Oddity with fsolve, nSolve, etc. - Michael de Estrada - 01-11-2014, 04:00 AM
RE: Oddity with fsolve, nSolve, etc. - Helge Gabert - 01-11-2014 03:35 AM
RE: Oddity with fsolve, nSolve, etc. - Helge Gabert - 01-11-2014, 04:10 AM
RE: Oddity with fsolve, nSolve, etc. - Michael de Estrada - 01-11-2014, 04:30 AM
RE: Oddity with fsolve, nSolve, etc. - Helge Gabert - 01-11-2014, 05:10 AM
|
User(s) browsing this thread: 2 Guest(s)