Timeline for answer to How can I calculate or approximate the intersection(s) or lack thereof of a line and an exponential curve using Lua? by kabenyuk
Current License: CC BY-SA 4.0
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| 7 hours ago | comment | added | Mico | +1. I've taken the liberty of editing your code to insert meta instructions to highlight the Lua code chunks. Feel free to revert. | |
| 7 hours ago | history | edited | Mico | CC BY-SA 4.0 |
added meta code to highlight Lua code chunks
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| 15 hours ago | comment | added | kabenyuk | @user691586 I updated my answer to include Newton’s method. Choosing a suitable initial guess required a bit more care, but everything works. | |
| 15 hours ago | history | edited | kabenyuk | CC BY-SA 4.0 |
added 5573 characters in body
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| 16 hours ago | history | edited | kabenyuk | CC BY-SA 4.0 |
added 374 characters in body
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| 17 hours ago | comment | added | user691586 |
I think indeed that for plotting, obsession with Newton iteration as in my answer is a bit irrelevant as only 5 decimal places is already precise enough. But out of curioosity could you give Lua conversion of the code in my answer? (Sadly I did only explicitly the case of e^x = mx in your notations). I am unable to do it myself.
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| 19 hours ago | history | answered | kabenyuk | CC BY-SA 4.0 |