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ACOS logarithmic form
04-28-2016, 08:29 PM (This post was last modified: 04-28-2016 08:32 PM by Claudio L..)
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RE: ACOS logarithmic form
(04-28-2016 06:42 PM)Ángel Martin Wrote:  It's commonly accepted to define as "principal" branch the solution with argument between -pi and pi. This is covered with good explanations in the 15C Special Functions Manual, I'm sure somebody here will be able to point at its URL...

I know it might seem trivial, but once you get into the subject in depth it's a mess.
Each transcendental function has its own weird branch cuts, not so trivial as you can see here.
EDIT: What you mentioned works for ln() and sqrt(), acos() is a different animal.
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Messages In This Thread
ACOS logarithmic form - Claudio L. - 04-28-2016, 03:07 PM
RE: ACOS logarithmic form - Claudio L. - 04-28-2016, 03:29 PM
RE: ACOS logarithmic form - Claudio L. - 04-28-2016, 05:03 PM
RE: ACOS logarithmic form - Dieter - 04-28-2016, 06:44 PM
RE: ACOS logarithmic form - Claudio L. - 04-28-2016, 08:23 PM
RE: ACOS logarithmic form - Csaba Tizedes - 04-29-2016, 01:33 PM
RE: ACOS logarithmic form - Ángel Martin - 04-28-2016, 06:42 PM
RE: ACOS logarithmic form - Claudio L. - 04-28-2016 08:29 PM
RE: ACOS logarithmic form - Ángel Martin - 04-29-2016, 06:06 AM
RE: ACOS logarithmic form - Claudio L. - 04-29-2016, 02:39 PM
RE: ACOS logarithmic form - Claudio L. - 04-29-2016, 02:19 AM
RE: ACOS logarithmic form - Sylvain Cote - 04-29-2016, 02:50 AM
RE: ACOS logarithmic form - Ángel Martin - 04-29-2016, 06:00 AM
RE: ACOS logarithmic form - ljubo - 04-29-2016, 09:15 PM
RE: ACOS logarithmic form - Ángel Martin - 04-30-2016, 07:01 AM
RE: ACOS logarithmic form - ljubo - 04-30-2016, 08:57 AM
RE: ACOS logarithmic form - Claudio L. - 05-01-2016, 03:58 AM



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