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lambertw, all branches
01-23-2024, 02:35 PM (This post was last modified: 01-23-2024 02:46 PM by Gil.)
Post: #38
RE: lambertw, all branches
For W (k=-1, a=+3*PI/2),
the result for the real part is tiny, but not 0 — zero as the exact result is according to Wolfram.

Could you check, Albert, what you find with your program(s)?

PS: as you mentioned, with roundings, cos 3pi/2 ≠ 0, though sin 3*pi/2 = exactly 1.

Thanks in advance for your answer.

Regards
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Messages In This Thread
lambertw, all branches - Albert Chan - 04-07-2023, 01:24 PM
RE: lambertw, all branches - Albert Chan - 04-07-2023, 02:47 PM
RE: lambertw, all branches - Albert Chan - 04-19-2023, 01:30 AM
RE: lambertw, all branches - pier4r - 04-07-2023, 06:04 PM
RE: lambertw, all branches - Albert Chan - 04-07-2023, 07:54 PM
RE: lambertw, all branches - Albert Chan - 04-08-2023, 03:21 PM
RE: lambertw, all branches - Albert Chan - 04-08-2023, 05:54 PM
RE: lambertw, all branches - Albert Chan - 04-07-2023, 08:40 PM
RE: lambertw, all branches - Albert Chan - 04-09-2023, 03:59 AM
RE: lambertw, all branches - Albert Chan - 04-09-2023, 04:36 PM
RE: lambertw, all branches - Albert Chan - 04-10-2023, 04:44 PM
RE: lambertw, all branches - Albert Chan - 04-10-2023, 06:47 PM
RE: lambertw, all branches - Albert Chan - 04-13-2023, 03:03 PM
RE: lambertw, all branches - floppy - 04-13-2023, 04:14 PM
RE: lambertw, all branches - Albert Chan - 04-23-2023, 02:49 PM
RE: lambertw, all branches - Albert Chan - 04-23-2023, 04:40 PM
RE: lambertw, all branches - Albert Chan - 01-19-2024, 04:14 PM
RE: lambertw, all branches - Albert Chan - 01-20-2024, 04:48 PM
RE: lambertw, all branches - Gil - 01-20-2024, 10:52 PM
RE: lambertw, all branches - Albert Chan - 01-21-2024, 01:14 AM
RE: lambertw, all branches - Albert Chan - 01-21-2024, 01:54 AM
RE: lambertw, all branches - Gil - 01-21-2024, 01:53 PM
RE: lambertw, all branches - Albert Chan - 01-21-2024, 04:19 PM
RE: lambertw, all branches - Gil - 01-21-2024, 04:35 PM
RE: lambertw, all branches - Albert Chan - 01-21-2024, 06:03 PM
RE: lambertw, all branches - Albert Chan - 01-21-2024, 07:01 PM
RE: lambertw, all branches - Gil - 01-21-2024, 07:30 PM
RE: lambertw, all branches - Gil - 01-21-2024, 08:39 PM
RE: lambertw, all branches - Albert Chan - 01-21-2024, 10:06 PM
RE: lambertw, all branches - Gil - 01-21-2024, 09:51 PM
RE: lambertw, all branches - Gil - 01-21-2024, 10:56 PM
RE: lambertw, all branches - Albert Chan - 01-22-2024, 01:34 AM
RE: lambertw, all branches - Gil - 01-21-2024, 11:15 PM
RE: lambertw, all branches - Gil - 01-22-2024, 06:09 PM
RE: lambertw, all branches - Albert Chan - 01-22-2024, 07:29 PM
RE: lambertw, all branches - Gil - 01-22-2024, 11:33 PM
RE: lambertw, all branches - Albert Chan - 01-23-2024, 02:32 AM
RE: lambertw, all branches - Gil - 01-23-2024 02:35 PM
RE: lambertw, all branches - Albert Chan - 01-23-2024, 03:54 PM
RE: lambertw, all branches - Gil - 01-23-2024, 04:57 PM
RE: lambertw, all branches - Albert Chan - 01-23-2024, 06:17 PM
RE: lambertw, all branches - Gil - 01-23-2024, 06:44 PM
RE: lambertw, all branches - Gil - 01-23-2024, 11:00 PM
RE: lambertw, all branches - Gil - 01-24-2024, 03:18 PM
RE: lambertw, all branches - Albert Chan - 01-24-2024, 08:53 PM
RE: lambertw, all branches - Gil - 01-25-2024, 12:37 AM
RE: lambertw, all branches - Gil - 01-25-2024, 01:10 AM
RE: lambertw, all branches - Gil - 01-25-2024, 03:04 AM
RE: lambertw, all branches - Albert Chan - 01-25-2024, 07:02 AM
RE: lambertw, all branches - Gil - 01-25-2024, 10:09 AM
RE: lambertw, all branches - Albert Chan - 01-25-2024, 04:13 PM
RE: lambertw, all branches - Gil - 01-25-2024, 05:14 PM
RE: lambertw, all branches - Albert Chan - 01-25-2024, 05:57 PM
RE: lambertw, all branches - Gil - 01-25-2024, 06:19 PM
RE: lambertw, all branches - Albert Chan - 01-28-2024, 11:18 PM
RE: lambertw, all branches - Albert Chan - 02-01-2024, 02:17 AM
RE: lambertw, all branches - Albert Chan - 02-01-2024, 04:16 PM
RE: lambertw, all branches - Albert Chan - 02-02-2024, 11:49 AM



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