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Ln of a complex number
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03-03-2024, 07:01 PM
(This post was last modified: 03-03-2024 07:02 PM by johnb.)
Post: #6
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RE: Ln of a complex number
(03-02-2024 09:50 PM)Quadratica Wrote: Thanks hp-zl and Chan for those replies. I have to say, we are really quite blessed as a group to have mathematicians of Albert Chan's caliber. Albert, quite often, I really have to re-read your posts multiple times until my head hurts, or go dig out the math books and spend an enjoyable lunch break (or longer) before I really understand... but quite honestly, I've needed a friend/colleague like this for probably my entire career! Daily drivers: 15c, 32sII, 35s, 41cx, 48g, WP 34s/31s. Favorite: 16c. Latest: 15ce, 48s, 50g. Gateway drug: 28s found in yard sale ~2009. |
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| Messages In This Thread |
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Ln of a complex number - Quadratica - 03-01-2024, 10:12 PM
RE: Ln of a complex number - hp-zl - 03-02-2024, 09:30 AM
RE: Ln of a complex number - Albert Chan - 03-02-2024, 12:56 PM
RE: Ln of a complex number - Albert Chan - 03-02-2024, 02:00 PM
RE: Ln of a complex number - Quadratica - 03-02-2024, 09:50 PM
RE: Ln of a complex number - johnb - 03-03-2024 07:01 PM
RE: Ln of a complex number - Albert Chan - 03-03-2024, 08:23 PM
RE: Ln of a complex number - Albert Chan - 03-03-2024, 10:48 PM
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