Lambert W Function |
| Description: | Computes the Lambert W function W(z) for branches 0 and -1. For branch -1, the program covers the real-valued range -1/e < z < 0. For branch 0, the program covers the entire complex plane. For most values, the results are accurate to within 2 ULPs. For values very close to 1/e, the results are approximate. The program expects the branch (0 or -1) on level 2 and z on level 1. |
| Filename: | lambertw.zip |
| ID: | 9430 |
| Author: | John Keith |
| Downloaded file size: | 17,350 bytes |
| Size on calculator: | 1 KB |
| Platforms: | 49/50 48 |
| User rating: | Not yet rated (you must be logged in to vote) |
| Primary category: | Math/Numeric |
| Languages: | ENG |
| File date: | 2023-04-04 22:09:56 |
| Creation date: | 2023-04-04 |
| Source code: | Included |
| Download count: | 153 |
| Version history: | 2023-05-14: Added to site
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| Archive contents: | Length Date Time Name
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662 2023-04-01 12:59 LAMBERTW.48
620 2023-04-01 12:59 LAMBERTW.49
77667 2023-04-04 22:09 lambertw.html
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