8:10 AM
@user10478 It's essentially an index, so that you can have several integration constants/summation indices.

3 hours later…
11:29 AM
Do we have any meta threads about how (not to) write a question?

1 hour later…
12:31 PM
If I have an arbitrary function f[x_Integer] that returns a number (in this case doing some geographic stuff with areas - NOT an algebraic thing I could mathematically simplify), what function do I use to automatically bisect to find the minimum number efficiently? I end up just doing it manually because I don't really understand how NMinimize etc work.

3 hours later…
3:28 PM
posted on June 21, 2021 by Conrad Wolfram

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2 hours later…
5:01 PM
@CarlLange Can you just do `NMinimize[f[x], x\[Element]Integers]`?

2 hours later…
7:15 PM
@b3m2a1 I think I did try this, but didn't have the syntax right. I'll give it another go tomorrow. Thanks!

Silly question: How does one format code snippets in Comments in SE? i.e., the little gray boxes around x=2.

7:31 PM
@CraigCarter Wrap in single backticks

`thx`!

You're welcome :)

@MichaelE2 Just gave you credit for an older post (mathematica.stackexchange.com/questions/249975/…). I couldn't figure out a way to clear downvalues properly. Found your nice answer.

@CraigCarter Thanks!

7:46 PM
@CarlLange I think FindMinimum[..., {xStart,xMin,xMax}] uses bisection starting at xStart?
Not quite bisection: `Reap[FindMinimum[x - Sqrt[x], {x, 11, 0, 12},
EvaluationMonitor :> Sow[x]]]`

1 hour later…
9:08 PM
Completely off topic: I'm gonna be on national TV tomorrow! Here's hoping I don't just swear nonstop 🤞
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