Short sequences statistics: Difference between revisions
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Here are statistics on short sequences obtained with Alec's code. Feel free to add more. | Here are statistics on short sequences obtained with Alec's code. Feel free to add more. | ||
For a discrepancy C=2 there are: | |||
* | * 89 multiplicative sequences of length 48, out of 8 436 986 sequences of length 48 | ||
* | * 119 multiplicative sequences of length 96, out of ? sequences of length 96 | ||
* 304 multiplicative sequences of length 192, out of ? sequences of length 192 | |||
Revision as of 23:08, 12 January 2010
Click here to go back to the main experimental results page.
Here are statistics on short sequences obtained with Alec's code. Feel free to add more.
For a discrepancy C=2 there are:
- 89 multiplicative sequences of length 48, out of 8 436 986 sequences of length 48
- 119 multiplicative sequences of length 96, out of ? sequences of length 96
- 304 multiplicative sequences of length 192, out of ? sequences of length 192
