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*       www.FindStat.org - The Combinatorial Statistic Finder               *
*                                                                           *
*       Copyright (C) 2019 The FindStatCrew <info@findstat.org>             *
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*    This information is distributed in the hope that it will be useful,    *
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*****************************************************************************

-----------------------------------------------------------------------------
Statistic identifier: St000631

-----------------------------------------------------------------------------
Collection: Binary words

-----------------------------------------------------------------------------
Description: The number of distinct palindromic decompositions of a binary word.

A palindromic decomposition (paldec for short) of a word $w=a_1,\dots,a_n$ is any list of factors $p_1,\dots,p_k$ such that $w=p_1\dots p_k$ and each $p_i$ is a palindrome, i.e. coincides with itself read backwards.

-----------------------------------------------------------------------------
References: [1] [[mo201205]]

-----------------------------------------------------------------------------
Code:
def statistic(w):
    return len(paldecs(w))

def paldecs(w):
    """
    Return all distinct palindromic decompositions of w.

    sage: w = Word([1,1])
    sage: paldecs(w)
    [[word: 1, word: 1], [word: 11]]

    sage: w = Word([1,0,1])
    sage: paldecs(w)
    [[word: 1, word: 0, word: 1], [word: 101]]

    sage: w = Word([1,0,1,0,0,1])
    sage: paldecs(w)
    [[word: 1, word: 0, word: 1, word: 0, word: 0, word: 1],
     [word: 1, word: 0, word: 1, word: 00, word: 1],
     [word: 1, word: 0, word: 1001],
     [word: 1, word: 010, word: 0, word: 1],
     [word: 101, word: 0, word: 0, word: 1],
     [word: 101, word: 00, word: 1]]

    sage: w = Word("referee")
    sage: paldecs(w)
    [[word: r, word: e, word: f, word: e, word: r, word: e, word: e],
     [word: r, word: e, word: f, word: e, word: r, word: ee],
     [word: r, word: e, word: f, word: ere, word: e],
     [word: r, word: efe, word: r, word: e, word: e],
     [word: r, word: efe, word: r, word: ee],
     [word: refer, word: e, word: e],
     [word: refer, word: ee]]

    """
    if len(w) == 0:
        return [[]]
    P1 = w.palindrome_prefixes()
    result = []
    for p1 in P1:
        l = len(p1)
        if l > 0:
            P2 = paldecs(w[l:])
            for p2 in P2:
                result.append([p1] + p2)
    return result


-----------------------------------------------------------------------------
Statistic values:

0          => 1
1          => 1
00         => 2
01         => 1
10         => 1
11         => 2
000        => 4
001        => 2
010        => 2
011        => 2
100        => 2
101        => 2
110        => 2
111        => 4
0000       => 8
0001       => 4
0010       => 3
0011       => 4
0100       => 3
0101       => 3
0110       => 3
0111       => 4
1000       => 4
1001       => 3
1010       => 3
1011       => 3
1100       => 4
1101       => 3
1110       => 4
1111       => 8
00000      => 16
00001      => 8
00010      => 6
00011      => 8
00100      => 6
00101      => 5
00110      => 5
00111      => 8
01000      => 6
01001      => 4
01010      => 5
01011      => 5
01100      => 5
01101      => 4
01110      => 5
01111      => 8
10000      => 8
10001      => 5
10010      => 4
10011      => 5
10100      => 5
10101      => 5
10110      => 4
10111      => 6
11000      => 8
11001      => 5
11010      => 5
11011      => 6
11100      => 8
11101      => 6
11110      => 8
11111      => 16
000000     => 32
000001     => 16
000010     => 12
000011     => 16
000100     => 11
000101     => 10
000110     => 10
000111     => 16
001000     => 11
001001     => 8
001010     => 8
001011     => 8
001100     => 10
001101     => 7
001110     => 9
001111     => 16
010000     => 12
010001     => 7
010010     => 7
010011     => 7
010100     => 8
010101     => 8
010110     => 6
010111     => 10
011000     => 10
011001     => 6
011010     => 6
011011     => 8
011100     => 9
011101     => 7
011110     => 9
011111     => 16
100000     => 16
100001     => 9
100010     => 7
100011     => 9
100100     => 8
100101     => 6
100110     => 6
100111     => 10
101000     => 10
101001     => 6
101010     => 8
101011     => 8
101100     => 7
101101     => 7
101110     => 7
101111     => 12
110000     => 16
110001     => 9
110010     => 7
110011     => 10
110100     => 8
110101     => 8
110110     => 8
110111     => 11
111000     => 16
111001     => 10
111010     => 10
111011     => 11
111100     => 16
111101     => 12
111110     => 16
111111     => 32
0000000    => 64
0000001    => 32
0000010    => 24
0000011    => 32
0000100    => 22
0000101    => 20
0000110    => 20
0000111    => 32
0001000    => 22
0001001    => 15
0001010    => 16
0001011    => 16
0001100    => 19
0001101    => 14
0001110    => 18
0001111    => 32
0010000    => 22
0010001    => 13
0010010    => 12
0010011    => 14
0010100    => 14
0010101    => 13
0010110    => 10
0010111    => 16
0011000    => 19
0011001    => 12
0011010    => 11
0011011    => 14
0011100    => 18
0011101    => 13
0011110    => 17
0011111    => 32
0100000    => 24
0100001    => 13
0100010    => 11
0100011    => 13
0100100    => 12
0100101    => 10
0100110    => 9
0100111    => 14
0101000    => 16
0101001    => 10
0101010    => 13
0101011    => 13
0101100    => 11
0101101    => 10
0101110    => 11
0101111    => 20
0110000    => 20
0110001    => 11
0110010    => 9
0110011    => 12
0110100    => 10
0110101    => 10
0110110    => 11
0110111    => 15
0111000    => 18
0111001    => 11
0111010    => 11
0111011    => 13
0111100    => 17
0111101    => 13
0111110    => 17
0111111    => 32
1000000    => 32
1000001    => 17
1000010    => 13
1000011    => 17
1000100    => 13
1000101    => 11
1000110    => 11
1000111    => 18
1001000    => 15
1001001    => 11
1001010    => 10
1001011    => 10
1001100    => 12
1001101    => 9
1001110    => 11
1001111    => 20
1010000    => 20
1010001    => 11
1010010    => 10
1010011    => 11
1010100    => 13
1010101    => 13
1010110    => 10
1010111    => 16
1011000    => 14
1011001    => 9
1011010    => 10
1011011    => 12
1011100    => 13
1011101    => 11
1011110    => 13
1011111    => 24
1100000    => 32
1100001    => 17
1100010    => 13
1100011    => 18
1100100    => 14
1100101    => 11
1100110    => 12
1100111    => 19
1101000    => 16
1101001    => 10
1101010    => 13
1101011    => 14
1101100    => 14
1101101    => 12
1101110    => 13
1101111    => 22
1110000    => 32
1110001    => 18
1110010    => 14
1110011    => 19
1110100    => 16
1110101    => 16
1110110    => 15
1110111    => 22
1111000    => 32
1111001    => 20
1111010    => 20
1111011    => 22
1111100    => 32
1111101    => 24
1111110    => 32
1111111    => 64
00000000   => 128
00000001   => 64
00000010   => 48
00000011   => 64
00000100   => 44
00000101   => 40
00000110   => 40
00000111   => 64
00001000   => 43
00001001   => 30
00001010   => 32
00001011   => 32
00001100   => 38
00001101   => 28
00001110   => 36
00001111   => 64
00010000   => 43
00010001   => 26
00010010   => 23
00010011   => 26
00010100   => 27
00010101   => 26
00010110   => 20
00010111   => 32
00011000   => 38
00011001   => 23
00011010   => 22
00011011   => 28
00011100   => 35
00011101   => 26
00011110   => 34
00011111   => 64
00100000   => 44
00100001   => 24
00100010   => 20
00100011   => 24
00100100   => 23
00100101   => 18
00100110   => 17
00100111   => 28
00101000   => 27
00101001   => 17
00101010   => 21
00101011   => 21
00101100   => 18
00101101   => 17
00101110   => 18
00101111   => 32
00110000   => 38
00110001   => 21
00110010   => 17
00110011   => 24
00110100   => 18
00110101   => 18
00110110   => 19
00110111   => 26
00111000   => 35
00111001   => 22
00111010   => 21
00111011   => 24
00111100   => 34
00111101   => 25
00111110   => 33
00111111   => 64
01000000   => 48
01000001   => 25
01000010   => 20
01000011   => 25
01000100   => 20
01000101   => 17
01000110   => 16
01000111   => 26
01001000   => 23
01001001   => 16
01001010   => 16
01001011   => 17
01001100   => 17
01001101   => 13
01001110   => 16
01001111   => 28
01010000   => 32
01010001   => 18
01010010   => 16
01010011   => 18
01010100   => 21
01010101   => 21
01010110   => 16
01010111   => 26
01011000   => 22
01011001   => 14
01011010   => 16
01011011   => 18
01011100   => 21
01011101   => 17
01011110   => 21
01011111   => 40
01100000   => 40
01100001   => 21
01100010   => 16
01100011   => 22
01100100   => 17
01100101   => 14
01100110   => 16
01100111   => 23
01101000   => 20
01101001   => 13
01101010   => 16
01101011   => 17
01101100   => 19
01101101   => 16
01101110   => 17
01101111   => 30
01110000   => 36
01110001   => 20
01110010   => 16
01110011   => 21
01110100   => 18
01110101   => 18
01110110   => 17
01110111   => 26
01111000   => 34
01111001   => 21
01111010   => 21
01111011   => 24
01111100   => 33
01111101   => 25
01111110   => 33
01111111   => 64
10000000   => 64
10000001   => 33
10000010   => 25
10000011   => 33
10000100   => 24
10000101   => 21
10000110   => 21
10000111   => 34
10001000   => 26
10001001   => 17
10001010   => 18
10001011   => 18
10001100   => 21
10001101   => 16
10001110   => 20
10001111   => 36
10010000   => 30
10010001   => 17
10010010   => 16
10010011   => 19
10010100   => 17
10010101   => 16
10010110   => 13
10010111   => 20
10011000   => 23
10011001   => 16
10011010   => 14
10011011   => 17
10011100   => 22
10011101   => 16
10011110   => 21
10011111   => 40
10100000   => 40
10100001   => 21
10100010   => 17
10100011   => 21
10100100   => 18
10100101   => 16
10100110   => 14
10100111   => 22
10101000   => 26
10101001   => 16
10101010   => 21
10101011   => 21
10101100   => 18
10101101   => 16
10101110   => 18
10101111   => 32
10110000   => 28
10110001   => 16
10110010   => 13
10110011   => 17
10110100   => 17
10110101   => 16
10110110   => 16
10110111   => 23
10111000   => 26
10111001   => 16
10111010   => 17
10111011   => 20
10111100   => 25
10111101   => 20
10111110   => 25
10111111   => 48
11000000   => 64
11000001   => 33
11000010   => 25
11000011   => 34
11000100   => 24
11000101   => 21
11000110   => 22
11000111   => 35
11001000   => 26
11001001   => 19
11001010   => 18
11001011   => 18
11001100   => 24
11001101   => 17
11001110   => 21
11001111   => 38
11010000   => 32
11010001   => 18
11010010   => 17
11010011   => 18
11010100   => 21
11010101   => 21
11010110   => 17
11010111   => 27
11011000   => 28
11011001   => 17
11011010   => 18
11011011   => 23
11011100   => 24
11011101   => 20
11011110   => 24
11011111   => 44
11100000   => 64
11100001   => 34
11100010   => 26
11100011   => 35
11100100   => 28
11100101   => 22
11100110   => 23
11100111   => 38
11101000   => 32
11101001   => 20
11101010   => 26
11101011   => 27
11101100   => 26
11101101   => 23
11101110   => 26
11101111   => 43
11110000   => 64
11110001   => 36
11110010   => 28
11110011   => 38
11110100   => 32
11110101   => 32
11110110   => 30
11110111   => 43
11111000   => 64
11111001   => 40
11111010   => 40
11111011   => 44
11111100   => 64
11111101   => 48
11111110   => 64
11111111   => 128
000000000  => 256
000000001  => 128
000000010  => 96
000000011  => 128
000000100  => 88
000000101  => 80
000000110  => 80
000000111  => 128
000001000  => 86
000001001  => 60
000001010  => 64
000001011  => 64
000001100  => 76
000001101  => 56
000001110  => 72
000001111  => 128
000010000  => 86
000010001  => 51
000010010  => 46
000010011  => 52
000010100  => 54
000010101  => 52
000010110  => 40
000010111  => 64
000011000  => 75
000011001  => 46
000011010  => 44
000011011  => 56
000011100  => 70
000011101  => 52
000011110  => 68
000011111  => 128
000100000  => 86
000100001  => 47
000100010  => 39
000100011  => 48
000100100  => 43
000100101  => 34
000100110  => 32
000100111  => 52
000101000  => 54
000101001  => 33
000101010  => 42
000101011  => 42
000101100  => 36
000101101  => 34
000101110  => 36
000101111  => 64
000110000  => 75
000110001  => 42
000110010  => 33
000110011  => 46
000110100  => 36
000110101  => 36
000110110  => 38
000110111  => 52
000111000  => 70
000111001  => 43
000111010  => 42
000111011  => 48
000111100  => 67
000111101  => 50
000111110  => 66
000111111  => 128
001000000  => 88
001000001  => 46
001000010  => 36
001000011  => 46
001000100  => 37
001000101  => 31
001000110  => 30
001000111  => 48
001001000  => 43
001001001  => 31
001001010  => 29
001001011  => 30
001001100  => 33
001001101  => 25
001001110  => 31
001001111  => 56
001010000  => 54
001010001  => 30
001010010  => 27
001010011  => 31
001010100  => 35
001010101  => 34
001010110  => 26
001010111  => 42
001011000  => 36
001011001  => 23
001011010  => 26
001011011  => 30
001011100  => 34
001011101  => 28
001011110  => 34
001011111  => 64
001100000  => 76
001100001  => 40
001100010  => 31
001100011  => 42
001100100  => 33
001100101  => 27
001100110  => 30
001100111  => 46
001101000  => 36
001101001  => 23
001101010  => 29
001101011  => 31
001101100  => 34
001101101  => 28
001101110  => 30
001101111  => 52
001110000  => 70
001110001  => 39
001110010  => 31
001110011  => 42
001110100  => 34
001110101  => 34
001110110  => 32
001110111  => 48
001111000  => 67
001111001  => 42
001111010  => 41
001111011  => 46
001111100  => 66
001111101  => 49
001111110  => 65
001111111  => 128
010000000  => 96
010000001  => 49
010000010  => 38
010000011  => 49
010000100  => 36
010000101  => 32
010000110  => 31
010000111  => 50
010001000  => 39
010001001  => 26
010001010  => 27
010001011  => 28
010001100  => 31
010001101  => 23
010001110  => 29
010001111  => 52
010010000  => 46
010010001  => 26
010010010  => 26
010010011  => 28
010010100  => 27
010010101  => 26
010010110  => 21
010010111  => 34
010011000  => 33
010011001  => 22
010011010  => 20
010011011  => 25
010011100  => 31
010011101  => 23
010011110  => 30
010011111  => 56
010100000  => 64
010100001  => 34
010100010  => 27
010100011  => 34
010100100  => 29
010100101  => 25
010100110  => 23
010100111  => 36
010101000  => 42
010101001  => 26
010101010  => 34
010101011  => 34
010101100  => 29
010101101  => 26
010101110  => 29
010101111  => 52
010110000  => 44
010110001  => 25
010110010  => 20
010110011  => 27
010110100  => 26
010110101  => 25
010110110  => 24
010110111  => 34
010111000  => 42
010111001  => 26
010111010  => 28
010111011  => 31
010111100  => 41
010111101  => 32
010111110  => 41
010111111  => 80
011000000  => 80
011000001  => 41
011000010  => 31
011000011  => 42
011000100  => 30
011000101  => 26
011000110  => 28
011000111  => 43
011001000  => 32
011001001  => 23
011001010  => 23
011001011  => 23
011001100  => 30
011001101  => 22
011001110  => 26
011001111  => 46
011010000  => 40
011010001  => 23
011010010  => 21
011010011  => 23
011010100  => 26
011010101  => 26
011010110  => 22
011010111  => 33
011011000  => 38
011011001  => 23
011011010  => 24
011011011  => 31
011011100  => 32
011011101  => 26
011011110  => 32
011011111  => 60
011100000  => 72
011100001  => 38
011100010  => 29
011100011  => 39
011100100  => 31
011100101  => 25
011100110  => 26
011100111  => 42
011101000  => 36
011101001  => 23
011101010  => 29
011101011  => 30
011101100  => 30
011101101  => 26
011101110  => 31
011101111  => 51
011110000  => 68
011110001  => 38
011110010  => 30
011110011  => 40
011110100  => 34
011110101  => 34
011110110  => 32
011110111  => 47
011111000  => 66
011111001  => 41
011111010  => 41
011111011  => 46
011111100  => 65
011111101  => 49
011111110  => 65
011111111  => 128
100000000  => 128
100000001  => 65
100000010  => 49
100000011  => 65
100000100  => 46
100000101  => 41
100000110  => 41
100000111  => 66
100001000  => 47
100001001  => 32
100001010  => 34
100001011  => 34
100001100  => 40
100001101  => 30
100001110  => 38
100001111  => 68
100010000  => 51
100010001  => 31
100010010  => 26
100010011  => 30
100010100  => 30
100010101  => 29
100010110  => 23
100010111  => 36
100011000  => 42
100011001  => 26
100011010  => 25
100011011  => 31
100011100  => 39
100011101  => 29
100011110  => 38
100011111  => 72
100100000  => 60
100100001  => 32
100100010  => 26
100100011  => 32
100100100  => 31
100100101  => 24
100100110  => 23
100100111  => 38
100101000  => 33
100101001  => 22
100101010  => 26
100101011  => 26
100101100  => 23
100101101  => 21
100101110  => 23
100101111  => 40
100110000  => 46
100110001  => 26
100110010  => 22
100110011  => 30
100110100  => 23
100110101  => 23
100110110  => 23
100110111  => 32
100111000  => 43
100111001  => 28
100111010  => 26
100111011  => 30
100111100  => 42
100111101  => 31
100111110  => 41
100111111  => 80
101000000  => 80
101000001  => 41
101000010  => 32
101000011  => 41
101000100  => 31
101000101  => 28
101000110  => 26
101000111  => 42
101001000  => 34
101001001  => 24
101001010  => 25
101001011  => 26
101001100  => 27
101001101  => 20
101001110  => 25
101001111  => 44
101010000  => 52
101010001  => 29
101010010  => 26
101010011  => 29
101010100  => 34
101010101  => 34
101010110  => 26
101010111  => 42
101011000  => 36
101011001  => 23
101011010  => 25
101011011  => 29
101011100  => 34
101011101  => 27
101011110  => 34
101011111  => 64
101100000  => 56
101100001  => 30
101100010  => 23
101100011  => 31
101100100  => 25
101100101  => 20
101100110  => 22
101100111  => 33
101101000  => 34
101101001  => 21
101101010  => 26
101101011  => 27
101101100  => 28
101101101  => 26
101101110  => 26
101101111  => 46
101110000  => 52
101110001  => 29
101110010  => 23
101110011  => 31
101110100  => 28
101110101  => 27
101110110  => 26
101110111  => 39
101111000  => 50
101111001  => 31
101111010  => 32
101111011  => 36
101111100  => 49
101111101  => 38
101111110  => 49
101111111  => 96
110000000  => 128
110000001  => 65
110000010  => 49
110000011  => 66
110000100  => 46
110000101  => 41
110000110  => 42
110000111  => 67
110001000  => 48
110001001  => 32
110001010  => 34
110001011  => 34
110001100  => 42
110001101  => 31
110001110  => 39
110001111  => 70
110010000  => 52
110010001  => 30
110010010  => 28
110010011  => 34
110010100  => 31
110010101  => 29
110010110  => 23
110010111  => 36
110011000  => 46
110011001  => 30
110011010  => 27
110011011  => 33
110011100  => 42
110011101  => 31
110011110  => 40
110011111  => 76
110100000  => 64
110100001  => 34
110100010  => 28
110100011  => 34
110100100  => 30
110100101  => 26
110100110  => 23
110100111  => 36
110101000  => 42
110101001  => 26
110101010  => 34
110101011  => 35
110101100  => 31
110101101  => 27
110101110  => 30
110101111  => 54
110110000  => 56
110110001  => 31
110110010  => 25
110110011  => 33
110110100  => 30
110110101  => 29
110110110  => 31
110110111  => 43
110111000  => 48
110111001  => 30
110111010  => 31
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111000000  => 128
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111000010  => 50
111000011  => 67
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111001000  => 52
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111001100  => 46
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111100000  => 128
111100001  => 68
111100010  => 52
111100011  => 70
111100100  => 56
111100101  => 44
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111100111  => 75
111101000  => 64
111101001  => 40
111101010  => 52
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111101110  => 51
111101111  => 86
111110000  => 128
111110001  => 72
111110010  => 56
111110011  => 76
111110100  => 64
111110101  => 64
111110110  => 60
111110111  => 86
111111000  => 128
111111001  => 80
111111010  => 80
111111011  => 88
111111100  => 128
111111101  => 96
111111110  => 128
111111111  => 256
0000000001 => 256
0010000001 => 90
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0001011101 => 56
0001011011 => 60
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0001001111 => 104
0000111101 => 100
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0000101111 => 128
0000011111 => 256
0000000000 => 512
0000000110 => 160
0000011000 => 150
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0001010100 => 69
0010101110 => 47
0010100000 => 108
0010000100 => 67
0000010100 => 108
0000000010 => 192
0000001110 => 144
0000111110 => 132
0000000100 => 176
0000001010 => 128
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0001011110 => 68
0001101110 => 60
0001110110 => 64
0001111010 => 82
0001111100 => 131
0000000101 => 160
0000001101 => 112
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0001111101 => 98
0000001001 => 120
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0010110001 => 41
0001100001 => 79
0001000001 => 90
0000111111 => 256
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0001011100 => 68
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0001010110 => 52
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0001101001 => 46
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0000011001 => 92
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0000000011 => 256
0000011011 => 112
0001101111 => 104
0000110101 => 72
0010000010 => 69
0001000011 => 90
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0001010000 => 107
0001000100 => 72
0001010101 => 68
0001001011 => 57
0001100011 => 84
0001110111 => 96
0010000000 => 176
0000000111 => 256
0000001111 => 256
0001111111 => 256
0000001011 => 128
0000010111 => 128
0001011111 => 128
0001111001 => 83
0000011010 => 88
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0000100101 => 68
0010010001 => 49
0010000101 => 58
0010010101 => 47
0010010011 => 54
0000101011 => 84
0001000111 => 96
0000100111 => 104
0010010010 => 47
0001001010 => 55
0001001001 => 58
0001000101 => 61
0000100011 => 94
0000100100 => 86
0000100010 => 77
0010110000 => 72
0000011100 => 140
0000001000 => 172
0000101100 => 72
0010101111 => 84
0000101000 => 107
0010001000 => 72
0001001100 => 62
0001000110 => 59
0001100100 => 64
0001100010 => 61
0000100110 => 64
0000110010 => 66
0010010000 => 86
0001010010 => 53
0001000000 => 172
0001011001 => 46
0001100101 => 52
0001110001 => 78
0010011001 => 43
0010100101 => 43
0010101001 => 43
0010011111 => 112
0000111001 => 86
0010001101 => 43
0001001101 => 47
0001010001 => 60
0001010011 => 60
0001111011 => 92
0010011000 => 64
0001011000 => 72
0000100000 => 171
0010001011 => 51
0010000111 => 92
0000010011 => 104
0010001100 => 57
0010000110 => 57
0000110000 => 150
0000100001 => 94
0010100011 => 57
0010100001 => 57
0000111000 => 139
0001101000 => 72
0000010000 => 171
0000101001 => 66
0010100010 => 46
0010001001 => 48
0010000011 => 90
0010001010 => 50
0001110000 => 139

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Created: Oct 16, 2016 at 21:12 by Martin Rubey

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Last Updated: Oct 16, 2016 at 21:12 by Martin Rubey