HP Prime: built-in inverse function of erf?
|
12-15-2023, 04:52 PM
Post: #9
|
|||
|
|||
RE: HP Prime: built-in inverse function of erf?
Examples were run on HP Prime emulator, 2.1.14181 (2018 10 16)
We don't really need solver for this. Plain newton's method work well. > a := 0.8-0.2i > Ans - (f:=erf(Ans)-a) / (2/sqrt(pi)*exp(-Ans^2)) 0.817846322321-0.344502692613*i 0.800996592256-0.340824015653*i 0.801172956998-0.341012320073*i 0.801172930852-0.341012371793*i Or, speed up with Halley's method > a > Ans - (f:=erf(Ans)-a) / (2/sqrt(pi)*exp(-Ans^2)+Ans*f) 0.800849610571-0.342519806279*i 0.801172932494-0.34101237069*i 0.801172930852-0.341012371793*i |
|||
« Next Oldest | Next Newest »
|
Messages In This Thread |
HP Prime: built-in inverse function of erf? - Gil - 11-18-2023, 01:25 PM
RE: HP Prime: built-in inverse function of erf? - Albert Chan - 11-18-2023, 02:09 PM
RE: HP Prime: built-in inverse function of erf? - Gil - 12-14-2023, 10:44 PM
RE: HP Prime: built-in inverse function of erf? - Albert Chan - 12-15-2023, 12:47 PM
RE: HP Prime: built-in inverse function of erf? - Gil - 12-15-2023, 01:06 PM
RE: HP Prime: built-in inverse function of erf? - Albert Chan - 12-15-2023, 02:33 PM
RE: HP Prime: built-in inverse function of erf? - Gil - 12-15-2023, 02:55 PM
RE: HP Prime: built-in inverse function of erf? - Gil - 12-15-2023, 04:05 PM
RE: HP Prime: built-in inverse function of erf? - Albert Chan - 12-15-2023 04:52 PM
RE: HP Prime: built-in inverse function of erf? - Gil - 12-15-2023, 08:53 PM
|
User(s) browsing this thread: 1 Guest(s)