Identifier
- St000627: Binary words ⟶ ℤ
Values
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111000010101=>1
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111100000101=>1
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10110111100000=>1
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11110011000010=>1
11110100100010=>1
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11111100000010=>1
1011110111000000=>1
1011111010100000=>1
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1011111100010000=>1
1011111100100000=>1
1011111101000000=>1
1011111110000000=>1
1111011100000010=>1
1111101010000010=>1
1111101100000010=>1
1111110001000010=>1
1111110010000010=>1
1111110100000010=>1
1111111000000010=>1
111111110000000010=>1
101111111100000000=>1
111111101000000010=>1
101111111010000000=>1
111111100100000010=>1
111111011000000010=>1
101111111001000000=>1
101111110110000000=>1
11111111100000000010=>1
10111111111000000000=>1
11111111010000000010=>1
10111111110100000000=>1
1111111111000000000010=>1
1011111111110000000000=>1
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Description
The exponent of a binary word.
This is the largest number $e$ such that $w$ is the concatenation of $e$ identical factors. This statistic is also called frequency.
This is the largest number $e$ such that $w$ is the concatenation of $e$ identical factors. This statistic is also called frequency.
Code
def statistic(w): return w.exponent()
Created
Oct 16, 2016 at 22:04 by Martin Rubey
Updated
Jul 02, 2019 at 11:42 by Christian Stump
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