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  • Identifying duplicates in Dyad Data (within branch and village)

    Hi everyone,

    I understand this has been discussed before and I have read contributions on this topic by Nick Cox , Romalpa Akzo and David Benson but still didn't seem to get my head around it.

    I have survey data on households, each one of which was asked to report up to 3 hhs in their village with whom they borrow food from. There's a possibility that a hh mentioned in someone's food network was also interviewed in the survey and this hh may have mentioned the first hh in his network. Not every hh reports 3 food networks.

    For example - In branchid 1 and village 1, hhi (85) mentions borrowing food from hh 76, 77 and 78. There's a possibility that hh 76, 77 or 78 may have mentioned hh 85 if they were interviewed in the survey as well and I would like to identify such networks within a branch and village.

    I would have used dataex (still using) to give you guys a subset of my dataset but I'm afraid you won't find any duplicates in the subset. So I'm also attaching the .dta file with over 50k food networks.

    Any help in this regard will be highly appreciated.

    Code:
    * Example generated by -dataex-. To install: ssc install dataex
    clear
    input byte branchid int(village hhi) byte _j int hhj
    1  1  46 1  45
    1  1  57 1  56
    1  1  85 1  77
    1  1  85 2  76
    1  1  85 3  78
    1  1  86 1  77
    1  1  87 1  77
    1  2   6 1   4
    1  2  26 1  23
    1  2  26 2  24
    1  2  26 3  25
    1  2  30 1  31
    1  2  36 1  39
    1  2  39 1  38
    1  2  54 1 210
    1  2  54 2 211
    1  2  80 1  60
    1  3  41 1  36
    1  3  41 2  49
    1  3  41 3  50
    1  3  46 1  49
    1  3  46 2  50
    1  3  46 3  63
    1  3  47 1  48
    1  3  47 2  49
    1  3  47 3  50
    1  3  51 1  53
    1  3  51 2  56
    1  3  51 3  60
    1  3  98 1 101
    1  3  98 2 102
    1  3  98 3 104
    1  4   2 1   6
    1  4  12 1  13
    1  4  12 2  14
    1  4  12 3  15
    1  4  17 1  12
    1  4  33 1  28
    1  4  33 2  24
    1  4  33 3  30
    1  4  34 1  35
    1  4  34 2  36
    1  4  44 1  43
    1  4  44 3  45
    1  4  46 1  43
    1  4  46 2  44
    1  4  46 3  45
    1  4  51 1  53
    1  4  51 2  54
    1  4  51 3  55
    1  4  56 1  57
    1  4  56 2  58
    1  4  64 1  60
    1  4  71 1  74
    1  4  78 1  77
    1  4  78 2  74
    1  4  83 1  82
    1  4  83 2  77
    1  4  83 3  78
    1  4  86 1 118
    1  4  90 1  88
    1  4 120 1 116
    1  4 120 2 117
    1  4 130 1 128
    1  4 131 1 134
    1  4 131 2 135
    1  5  32 1  28
    1  5  32 2  29
    1  5  35 1  36
    1  5  35 2  38
    1  6   9 1  10
    1  6   9 2  28
    1  6   9 3   8
    1  7  27 1  26
    1  7  36 1  34
    1  7  36 2  35
    1  7  46 1  45
    1  7  46 2  41
    1  7  61 1  60
    1  7  61 2  57
    1  7  79 1  76
    1  7  88 1  93
    1  7  90 1  92
    1  8  52 1  50
    1  8  62 1  61
    1  8  63 1  53
    1  9   1 1   3
    1  9   8 1   3
    1  9   8 2   4
    1  9  17 1  20
    1  9  19 1  20
    1  9  26 1  20
    1  9  26 2  21
    1  9  26 3  22
    1  9  29 1  30
    1  9  29 2  31
    1  9  51 1  48
    1  9  74 1  75
    1  9  74 2  76
    1  9  81 1  78
    1  9  81 2  80
    1 11   8 1   0
    1 11  63 1  67
    1 11  76 1  74
    1 12   1 1   2
    1 12   1 2   4
    1 12   8 1   3
    1 12   8 2  10
    1 12  15 1   3
    1 12  19 1   0
    1 12  27 1   1
    1 12  27 2  33
    1 12  34 1   1
    1 12  34 2   2
    1 12  45 1  43
    1 12  45 2  42
    1 12  86 1   1
    1 13  13 1   9
    1 13  13 2  10
    1 13  33 1  32
    1 13  33 2  34
    1 13  43 1  45
    1 13  43 2  48
    1 13  53 1   8
    1 13  71 1  20
    1 13  71 2  68
    1 13  72 1  64
    1 13  72 2  65
    1 13  85 1  83
    1 13  85 2  87
    1 13  99 1  96
    1 13  99 2 100
    1 14   3 1   1
    1 14   3 2   2
    1 14  20 1   2
    1 14  29 1  37
    1 14  33 1  37
    1 14  40 1  38
    1 14  50 1  51
    1 14  52 1  55
    1 14  52 2  58
    1 14  55 1  53
    1 14  55 2  54
    1 14  83 1  84
    1 14  90 1  92
    1 14  90 2  93
    1 14  93 1  91
    1 14  93 2  92
    1 16   4 1   5
    1 16   4 2   6
    1 16  10 1   9
    1 16  12 1  11
    1 16  17 1  16
    1 16  21 1  20
    1 16  33 1  34
    1 16  33 2  35
    1 16  38 1  39
    1 17   4 1   5
    1 17   4 2   6
    1 17   8 1   7
    1 17  48 1  49
    1 17  48 2  50
    1 17  58 1  59
    1 17  78 1  75
    1 17  78 2  76
    1 18  43 1  46
    1 19   2 1   1
    1 19   3 1   5
    1 19  22 1  24
    1 19  24 1  27
    1 19  44 1  40
    1 19  51 1  49
    1 19  55 1  58
    1 19  55 2  59
    1 19  60 1  58
    1 19  67 1  63
    1 19  77 1  75
    1 19  77 2  76
    1 19  87 1  85
    1 19  87 2  86
    1 19  97 1  95
    1 19  97 2  98
    1 19 103 1 104
    1 19 108 1 100
    1 19 109 1 108
    1 19 119 1 118
    1 19 120 1 116
    1 19 130 1 128
    1 21  28 1  24
    1 21 112 1   3
    1 21 113 1 111
    1 24  24 1   2
    1 24  24 2  23
    1 24  68 1  69
    1 24  76 1  73
    1 25   2 1   7
    1 25  33 1  29
    1 25  42 1  45
    1 25  42 2  54
    1 25  44 1  41
    1 25  47 1  48
    1 25  59 1  60
    1 25  66 1  69
    1 25  68 1  70
    1 26   3 1   1
    1 26  12 1  15
    1 26  13 1  16
    1 26  16 1  19
    1 26  32 1  31
    1 26  37 1  37
    1 26  47 1  46
    1 26  49 1  48
    1 26  66 1  65
    1 26  66 2  64
    1 26  67 1  68
    1 26  70 1  69
    1 26  80 1  81
    1 27  46 1 127
    1 27  48 1   2
    1 27  58 1  53
    1 27  73 1  72
    1 28   9 1  10
    1 28   9 2   6
    1 28  10 1   8
    1 28  10 2   9
    1 28  20 1  19
    1 28  20 2  21
    1 28  20 3  23
    1 28  30 1  29
    1 28  42 1  40
    1 28  42 2  34
    1 28  43 1  46
    1 28  43 2  59
    1 28  45 1  56
    1 28  46 1  43
    1 28  46 2  50
    1 28  47 1  60
    1 28  47 2  63
    1 28  47 3  61
    1 28  55 1 205
    1 28  55 2 206
    1 28  64 1  54
    1 28  64 2  65
    1 28  66 1  64
    1 28  66 2  65
    1 28  66 3  57
    1 28  77 1  75
    1 28  87 1  88
    1 28  87 2  99
    1 28  88 1  10
    1 28  88 2   8
    1 29   4 1   7
    1 29   4 2   3
    1 29   4 3   5
    1 29   7 1   3
    1 29   7 2   6
    1 29   7 3   5
    1 29  20 1  21
    1 29  20 2  22
    1 29  31 1  29
    1 29  31 2  30
    1 29  34 1  33
    1 29  34 2  36
    1 29  41 1  42
    1 29  41 2  43
    1 29  41 3  44
    1 29  62 1  60
    1 29  62 2  63
    1 29  70 1  66
    1 29  70 2  67
    1 29  71 1  56
    1 29  71 2  58
    1 29  75 1  73
    1 29  75 2  74
    1 29  84 1  83
    1 29  84 2  85
    1 29  94 1  92
    1 29 101 1 100
    1 29 101 2  99
    1 30   1 1   3
    1 30   1 2   2
    1 30   3 1   2
    1 30   3 2   1
    1 30  13 1  12
    1 30  24 1  22
    1 30  28 1  30
    1 30  36 1  38
    1 30  57 1  60
    1 30  62 1  63
    1 31   2 1   1
    1 32   8 1   7
    1 32   8 2  10
    1 32   8 3  15
    1 32  18 1  19
    1 32  18 2  20
    1 32  18 3  22
    1 32  28 1  28
    1 32  28 2  29
    1 32  28 3  30
    1 32  38 1  39
    1 32  38 2  41
    1 32  38 3  42
    1 32  49 1  47
    1 32  49 2  48
    1 32  49 3  50
    1 32  54 1  51
    1 32  54 2  52
    1 32  60 1  58
    1 32  60 2  59
    1 32  60 3  62
    1 32  70 1  71
    1 32  70 2  72
    1 32  70 3  75
    1 32  74 1  72
    1 32  74 2  73
    1 32  74 3  76
    1 32  75 1  72
    1 32  75 2  73
    1 32  77 1  76
    1 32  77 2  78
    1 32  83 1  81
    1 32  83 2  82
    1 32  84 1  96
    1 32  84 2  92
    1 32  89 1  90
    1 32  89 2  91
    1 32  92 1  93
    1 32  92 2  94
    1 32  92 3  95
    1 32  96 1  93
    1 32  96 2  94
    1 32  96 3  95
    1 33   2 1   4
    1 33   7 1   6
    1 33  53 1  50
    1 34   4 1   2
    1 34   7 1   5
    1 34  38 1  36
    1 34  40 1  39
    1 34  47 1  45
    1 34  56 1  55
    1 34  68 1  69
    1 34  68 2  71
    1 35   3 1   1
    1 35  14 1  13
    1 35  14 2  12
    1 35  23 1  24
    1 35  23 2  25
    1 35  23 3  26
    1 35  25 1  23
    1 35  25 2  24
    1 35  35 1  34
    1 35  35 2  36
    1 35  35 3  38
    1 35  37 1  32
    1 35  37 2  34
    1 35  37 3  36
    1 35  47 1  46
    1 35  47 2  48
    1 35  47 3  50
    1 35  57 1  56
    1 35  57 2  58
    1 35  77 1  75
    1 35  77 2  76
    1 36  10 1   1
    1 36  61 1  60
    1 36  62 1 210
    1 36  66 1  65
    1 38   4 1   6
    1 38  16 1  15
    1 38  16 2  17
    1 38  57 1  50
    1 38  57 2  51
    1 38  57 3  58
    1 38 108 1 109
    1 40   3 1   2
    1 40  20 1  21
    1 40  50 1  48
    1 41   8 1   7
    1 41   8 2  10
    1 41   8 3  11
    1 41  18 1  17
    1 41  18 2  19
    1 41  18 3  20
    1 41  28 1  29
    1 41  28 2  30
    1 41  38 1  37
    1 41  38 2  39
    1 41  45 1  44
    1 41  45 2  46
    1 41  49 1  50
    1 41  49 2  51
    1 41  49 3  52
    1 41  57 1  56
    1 41  57 2  58
    1 41  72 1  70
    1 41  72 2  71
    1 41  72 3  73
    1 41  82 1  89
    1 41  85 1  86
    1 41  85 2 201
    1 43   7 1   8
    1 43   7 2   6
    1 43   7 3  24
    1 43  16 1  60
    1 43  16 2  61
    1 43  18 1  19
    1 43  18 2   4
    1 43  26 1   6
    1 43  26 2  31
    1 43  27 1   6
    1 43  27 2  10
    1 43  27 3  19
    1 43  31 1   9
    1 43  31 2 211
    1 43  31 3 212
    1 43  36 1  34
    1 43  42 1  41
    1 43  42 2 203
    1 43  47 1  52
    1 43  47 2  49
    1 43  47 3  15
    1 43  53 1  50
    1 43  53 2  51
    1 43  53 3  52
    1 43  63 1  61
    1 43  63 2  62
    1 43  63 3  64
    1 43  88 1  84
    1 43  88 2  83
    1 43  88 3  89
    1 43  94 1  84
    1 45   8 1  12
    1 45   9 1   5
    1 45   9 2   6
    1 45  21 1  25
    1 45  50 1  53
    1 45  63 1  65
    1 45  63 2  66
    1 45  73 1  70
    1 45  82 1  75
    1 45  94 1  97
    1 45  94 2  90
    1 45 107 1 100
    2  1   4 1   5
    2  1  10 1  11
    2  1  21 1  17
    2  1  21 2  18
    2  1  21 3   0
    2  1  23 1  28
    2  1  44 1  47
    2  1  44 2  41
    2  1  44 3   0
    2  1  45 1  44
    2  1  57 1  51
    2  1  69 1  78
    2  1  69 2  64
    2  1  69 3  79
    2  1  71 1  72
    2  1  73 1  74
    2  1  81 1  80
    2  1  83 1  84
    2  1  83 2  85
    2  1  83 3   0
    2  1  88 1  86
    2  1  88 3   0
    2  1  89 1  90
    2  1  89 2  86
    2  1  89 3  91
    2  1  98 1 101
    2  2  28 1  27
    2  2  28 2  29
    2  2  28 3  30
    2  2  39 1  37
    2  2  39 2  40
    2  2  39 3  41
    2  2  47 1  50
    2  2  49 1  47
    2  2  49 2  48
    2  2  49 3  46
    2  2  53 1  58
    2  2  53 2  54
    2  2  53 3  55
    2  2  55 1  58
    2  2  55 2  56
    2  2  55 3  57
    2  2  59 1  54
    2  2  63 1  62
    2  2  66 1  64
    2  2  66 2  65
    2  2  66 3  67
    2  2  68 1  69
    2  2  75 1  76
    2  2  75 2  73
    2  2  75 3   0
    2  2  79 1  16
    2  3   2 1   3
    2  3   2 2   8
    2  3   2 3   0
    2  3   5 1   8
    2  3   8 3   0
    2  3  16 1  31
    2  3  18 1  34
    2  3  20 1  21
    2  3  20 2  22
    2  3  20 3   0
    2  3  24 1  22
    2  3  26 1  27
    2  3  27 1  26
    2  3  28 1  26
    2  3  28 2  27
    2  3  28 3  31
    2  3  34 1  33
    2  3  40 1  38
    2  3  40 2  42
    2  3  40 3   0
    2  3  43 1  99
    2  3  48 1  49
    2  3  48 2  50
    2  3  48 3   0
    2  3  61 1  60
    2  4   2 1   3
    2  4   2 2   4
    2  4   2 3   0
    2  4   5 1   6
    2  4   6 1   5
    2  4   8 1  10
    2  4  15 1 206
    2  4  22 1   5
    2  4  22 2   6
    2  4  22 3   0
    2  4  23 1  21
    2  4  27 1  34
    2  4  28 1  34
    2  4  38 1  37
    2  4  40 1  40
    2  4  40 2  41
    2  4  40 3   0
    2  4  50 1  53
    2  4  60 1  62
    2  4  60 2  63
    2  4  60 3   0
    2  4  71 1  72
    2  4  71 2  73
    2  4  71 3   0
    2  4  82 1  83
    2  5   4 1   5
    2  5  12 1  13
    2  5  16 1  15
    2  5  18 1  20
    2  5  18 2  19
    2  5  18 3   0
    2  5  21 1  19
    2  5  21 2  20
    2  5  21 3   0
    2  5  29 1  30
    2  5  29 2  31
    2  5  29 3   0
    2  5  33 1  99
    2  5  39 3   0
    2  5  43 1  41
    2  5  43 2  42
    2  5  43 3   0
    2  5  44 1  42
    2  5  44 2  41
    2  5  44 3   0
    2  5  69 1  67
    2  5  69 2  71
    2  5  69 3   0
    2  5  72 1  99
    2  6   1 1   2
    2  6   1 2   3
    2  6   1 3   4
    2  6   4 1   1
    2  6   4 2   3
    2  6   4 3   2
    2  6  10 1  11
    2  6  10 2   9
    2  6  10 3  12
    2  6  11 1  10
    2  6  11 2  13
    2  6  11 3   0
    2  6  22 1  23
    2  6  22 2  21
    2  6  22 3   0
    2  6  30 1  32
    2  6  30 2  33
    2  6  30 3  31
    2  6  43 1  41
    2  6  43 2  44
    2  6  43 3  45
    2  6  59 1  62
    2  6  63 1  62
    2  6  63 2  59
    2  6  63 3   0
    2  6  71 1  69
    2  6  71 2  70
    2  6  71 3   0
    2  6  73 1  69
    2  6  73 2  70
    2  6  73 3  72
    2  6  82 1  75
    2  6  83 1  75
    2  6  83 2  74
    2  6  83 3  77
    2  6  85 1  78
    2  6  85 2  86
    2  6  85 3   0
    2  6  86 1  84
    2  6  86 2  85
    2  6  86 3   0
    2  6  87 1  69
    2  6  87 2  84
    2  6  87 3   0
    2  7   8 1  12
    2  7   8 2  14
    2  7  11 1  12
    2  7  11 2  14
    2  7  11 3  15
    2  7  18 1  12
    2  7  18 2   6
    2  7  18 3   7
    2  7  20 1  19
    2  7  20 2  21
    2  7  21 1  12
    2  7  21 2  19
    2  7  22 1   7
    2  7  22 2  12
    2  7  22 3   3
    2  7  40 1  41
    2  7  44 1  45
    2  7  44 2  46
    2  7  44 3  47
    2  7  49 1  47
    2  7  49 2  48
    2  7  52 1  46
    2  7  52 2  47
    2  7  56 1  47
    2  7  56 2  48
    2  7  73 1  74
    2  7  73 2  77
    2  7  76 1  77
    2  7  76 2  41
    2  7  78 1  47
    2  7  78 2  50
    2  7  83 1  77
    2  7  83 2  87
    2  7  89 1  87
    2  7  89 2  90
    2  8   3 1   4
    2  8   3 2   1
    2  8   3 3   2
    2  8   4 1   2
    2  8   8 1   6
    2  8   8 2   2
    2  8  14 1  29
    2  8  36 1  37
    2  8  40 1  39
    2  8  40 2  38
    2  8  45 1  44
    2  8  54 1  51
    2  8  56 1  67
    2  8  64 1  67
    2  8  64 2  69
    2  8  69 1  67
    2  8  73 1  74
    2  8  76 1  75
    2  8  82 1  91
    2  8  82 2  92
    2  9  10 1   8
    2  9  15 1  14
    2  9  19 1   5
    2  9  19 2  21
    2  9  24 1  23
    2  9  35 1  34
    2  9  35 2  36
    2  9  37 1  34
    2  9  37 2  35
    2  9  47 1  48
    2  9  47 2  45
    2  9  53 1  54
    2  9  53 2  52
    2  9  54 1  53
    2  9  54 2  55
    2  9  58 1  59
    2  9  61 1  59
    2  9  61 2  58
    2  9  75 1  75
    2  9  78 1  76
    2  9  86 1  85
    2 10   1 1   2
    2 10   1 2   5
    2 10   1 3   7
    2 10   7 1   5
    2 10   7 2   2
    2 10   7 3   4
    2 10  18 1   7
    2 10  18 2   5
    2 10  18 3   4
    2 10  19 1  25
    2 10  19 2  15
    2 10  20 1  15
    2 10  20 2  13
    2 10  22 1  15
    2 10  22 2  16
    2 10  22 3  10
    2 10  28 1  25
    2 10  36 1  38
    2 10  36 2  39
    2 10  40 1  37
    2 10  40 2  38
    2 10  41 1  43
    2 10  41 2  44
    2 10  45 1  46
    2 10  45 2  42
    2 10  46 1  44
    2 10  46 2  32
    2 10  46 3  25
    2 10  72 1  71
    2 10  72 2  77
    2 10  76 1  77
    2 10  76 2  78
    2 10  81 1  83
    2 10  81 2  80
    2 11   1 1   4
    2 11   3 1   2
    2 11   6 1   8
    2 11   6 2   7
    2 11  12 1  13
    2 11  12 2  14
    2 11  18 1  13
    2 11  18 2  14
    2 11  19 1  14
    2 11  19 2  17
    2 11  30 1  36
    2 11  42 1  43
    2 11  42 2  44
    2 11  43 1  42
    2 11  43 2  44
    2 11  44 1  42
    2 11  44 2  44
    2 11  68 1  66
    2 11  68 2  67
    2 11  68 3  71
    2 11  71 1  66
    2 11  71 2  72
    2 11  83 1  80
    2 11  83 2  81
    2 11  84 1  80
    2 11  84 2  81
    2 11  86 1  80
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    end
    Attached Files

  • #2
    Code:
    gen dyad1 = min(hhi, hhj)
    gen dyad2 = max(hhi, hhj)
    
    by branchid village dyad1 dyad2, sort: gen reciprocating = hhi[1] != hhi[_N]

    Comment

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