berg@marvin.e17.physik.tu-muenchen.de (Stephen R. van den Berg) (02/12/91)
I was wondering, in some sales magazine from HP it said that the HP48SX
is not capable of numerical intergration (contrary to the HP28S).
I thought the HP48SX was a complete superset of the HP28S, and should
support numerical intergration as well. Could somebody shed some
light onto this matter?
--
Sincerely, berg@marvin.e17.physik.tu-muenchen.de
Stephen R. van den Berg.
"I code it in 5 min, optimize it in 90 min, because it's so well optimized:
it runs in only 5 min. Actually, most of the time I optimize programs."austern@csa2.lbl.gov (Matt Austern) (02/13/91)
In article <3949@rwthinf.UUCP>, berg@marvin.e17.physik.tu-muenchen.de (Stephen R. van den Berg) writes... >I was wondering, in some sales magazine from HP it said that the HP48SX >is not capable of numerical intergration (contrary to the HP28S). > As many people have probably said in email, the hp48 does have numerical integration. (A very useful feature!) Here's my question: does anyone know what algorithm it uses? I'm guessing something like Romberg integration, with control over accuracy but with uniformly sized intervals.
billw@hpcvra.cv.hp.com. (William C Wickes) (02/13/91)
The HP 48SX has the same numerical integrator as the HP 28S. Bill Wickes HP Corvallis
bob@dolores.Stanford.EDU (Bob Lodenkamper) (02/13/91)
The question was what algorithm the 48SX uses for integration. I'm guessing that it's basically the same one HP used in the 15C - Romberg with a nonuniform mesh. - Bob