Identifier
- St000326: Binary words ⟶ ℤ
Values
=>
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1=>1
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101001110100=>1
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110010010101=>1
110010011001=>1
110010100101=>1
110010101001=>1
110010110001=>1
110011000101=>1
110011001001=>1
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110011100001=>1
110100010101=>1
110100011001=>1
110100100101=>1
110100101001=>1
110100110001=>1
110101000101=>1
110101001001=>1
110101010001=>1
110101100001=>1
110110000101=>1
110110001001=>1
110110010001=>1
110110100001=>1
110111000001=>1
111000010101=>1
111000101001=>1
111001000101=>1
111001001001=>1
111001010001=>1
111010001001=>1
111010100001=>1
111100000101=>1
111100001001=>1
111100010001=>1
111100100001=>1
111101000001=>1
10110111100000=>1
10111011010000=>1
10111011100000=>1
10111100110000=>1
10111101001000=>1
10111101010000=>1
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10111110000100=>1
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10111110100000=>1
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11001111100000=>1
11011110000010=>1
11101101000010=>1
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11110011000010=>1
11110100100010=>1
11110101000010=>1
11110110000010=>1
11111000001100=>1
11111000010010=>1
11111000100010=>1
11111001000010=>1
11111010000010=>1
11111100000010=>1
1011110111000000=>1
1011111010100000=>1
1011111011000000=>1
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 position of the first one in a binary word after appending a 1 at the end.
Regarding the binary word as a subset of $\{1,\dots,n,n+1\}$ that contains $n+1$, this is the minimal element of the set.
Regarding the binary word as a subset of $\{1,\dots,n,n+1\}$ that contains $n+1$, this is the minimal element of the set.
Code
def statistic(x): for i, e in enumerate(x, 1): if e == 1: return i return len(x)+1
Created
Dec 11, 2015 at 11:30 by Martin Rubey
Updated
Dec 28, 2017 at 15:02 by Martin Rubey
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