Message326086
> I'm not aware of any research papers about picking multipliers in this context, but would love to see one.
The only real condition that I can think of is that the order should be large: we do not want MULTIPLIER**n = 1 (mod 2**N) for a small number n.
Other than that, we could pick the multiplier to guarantee no hash collisions on some chosen subset of inputs. A bit like your product(range(100), repeat=4) example but then for more inputs.
If you agree with this approach, I could try to find a good multiplier this way. |
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Date |
User |
Action |
Args |
2018-09-22 09:12:44 | jdemeyer | set | recipients:
+ jdemeyer, tim.peters, rhettinger, mark.dickinson, eric.smith, sir-sigurd |
2018-09-22 09:12:44 | jdemeyer | set | messageid: <1537607564.65.0.956365154283.issue34751@psf.upfronthosting.co.za> |
2018-09-22 09:12:44 | jdemeyer | link | issue34751 messages |
2018-09-22 09:12:44 | jdemeyer | create | |
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