
List all allelic draws for three half siblings
Source:R/enumerate_halfsib_alleles.R
enumerate_halfsib_alleles.Rd
Given a specified number of alleles for a single marker,
generate_halfsib_alleles()
enumerates all the ways three half
siblings can draw alleles from their respective parents by firstly
enumerating all allelic combinations for the parents, and by secondly
enumerating all the inheritable combinations for the children.
Value
A character matrix. Each column is an individual. Each row is a
possible allelic draw. Alleles are represented by the first n_alleles
letters of the latin alphabet.
Examples
enumerate_halfsib_alleles(3)
#> Half sibling 1 Half sibling 2 Half sibling 3
#> [1,] "A" "A" "A"
#> [2,] "B" "B" "A"
#> [3,] "C" "C" "A"
#> [4,] "A" "A" "B"
#> [5,] "B" "B" "B"
#> [6,] "C" "C" "B"
#> [7,] "A" "A" "C"
#> [8,] "B" "B" "C"
#> [9,] "C" "C" "C"
#> [10,] "A" "A" "A"
#> [11,] "B" "B" "A"
#> [12,] "C" "C" "A"
#> [13,] "A" "A" "B"
#> [14,] "B" "B" "B"
#> [15,] "C" "C" "B"
#> [16,] "A" "A" "C"
#> [17,] "B" "B" "C"
#> [18,] "C" "C" "C"
#> [19,] "A" "A" "A"
#> [20,] "B" "B" "A"
#> [21,] "C" "C" "A"
#> [22,] "A" "A" "B"
#> [23,] "B" "B" "B"
#> [24,] "C" "C" "B"
#> [25,] "A" "A" "C"
#> [26,] "B" "B" "C"
#> [27,] "C" "C" "C"
#> [28,] "A" "A" "A"
#> [29,] "A" "B" "A"
#> [30,] "A" "C" "A"
#> [31,] "B" "A" "B"
#> [32,] "B" "B" "B"
#> [33,] "B" "C" "B"
#> [34,] "C" "A" "C"
#> [35,] "C" "B" "C"
#> [36,] "C" "C" "C"
#> [37,] "A" "A" "A"
#> [38,] "A" "B" "A"
#> [39,] "A" "C" "A"
#> [40,] "B" "A" "B"
#> [41,] "B" "B" "B"
#> [42,] "B" "C" "B"
#> [43,] "C" "A" "C"
#> [44,] "C" "B" "C"
#> [45,] "C" "C" "C"
#> [46,] "A" "A" "A"
#> [47,] "A" "B" "A"
#> [48,] "A" "C" "A"
#> [49,] "B" "A" "B"
#> [50,] "B" "B" "B"
#> [51,] "B" "C" "B"
#> [52,] "C" "A" "C"
#> [53,] "C" "B" "C"
#> [54,] "C" "C" "C"
#> [55,] "A" "A" "A"
#> [56,] "B" "A" "A"
#> [57,] "C" "A" "A"
#> [58,] "A" "A" "B"
#> [59,] "B" "A" "B"
#> [60,] "C" "A" "B"
#> [61,] "A" "A" "C"
#> [62,] "B" "A" "C"
#> [63,] "C" "A" "C"
#> [64,] "A" "B" "A"
#> [65,] "B" "B" "A"
#> [66,] "C" "B" "A"
#> [67,] "A" "B" "B"
#> [68,] "B" "B" "B"
#> [69,] "C" "B" "B"
#> [70,] "A" "B" "C"
#> [71,] "B" "B" "C"
#> [72,] "C" "B" "C"
#> [73,] "A" "C" "A"
#> [74,] "B" "C" "A"
#> [75,] "C" "C" "A"
#> [76,] "A" "C" "B"
#> [77,] "B" "C" "B"
#> [78,] "C" "C" "B"
#> [79,] "A" "C" "C"
#> [80,] "B" "C" "C"
#> [81,] "C" "C" "C"
#> [82,] "A" "A" "A"
#> [83,] "A" "A" "A"
#> [84,] "A" "A" "A"
#> [85,] "B" "A" "B"
#> [86,] "B" "A" "B"
#> [87,] "B" "A" "B"
#> [88,] "C" "A" "C"
#> [89,] "C" "A" "C"
#> [90,] "C" "A" "C"
#> [91,] "A" "B" "A"
#> [92,] "A" "B" "A"
#> [93,] "A" "B" "A"
#> [94,] "B" "B" "B"
#> [95,] "B" "B" "B"
#> [96,] "B" "B" "B"
#> [97,] "C" "B" "C"
#> [98,] "C" "B" "C"
#> [99,] "C" "B" "C"
#> [100,] "A" "C" "A"
#> [101,] "A" "C" "A"
#> [102,] "A" "C" "A"
#> [103,] "B" "C" "B"
#> [104,] "B" "C" "B"
#> [105,] "B" "C" "B"
#> [106,] "C" "C" "C"
#> [107,] "C" "C" "C"
#> [108,] "C" "C" "C"
#> [109,] "A" "A" "A"
#> [110,] "B" "B" "A"
#> [111,] "C" "C" "A"
#> [112,] "A" "A" "A"
#> [113,] "B" "B" "A"
#> [114,] "C" "C" "A"
#> [115,] "A" "A" "A"
#> [116,] "B" "B" "A"
#> [117,] "C" "C" "A"
#> [118,] "A" "A" "B"
#> [119,] "B" "B" "B"
#> [120,] "C" "C" "B"
#> [121,] "A" "A" "B"
#> [122,] "B" "B" "B"
#> [123,] "C" "C" "B"
#> [124,] "A" "A" "B"
#> [125,] "B" "B" "B"
#> [126,] "C" "C" "B"
#> [127,] "A" "A" "C"
#> [128,] "B" "B" "C"
#> [129,] "C" "C" "C"
#> [130,] "A" "A" "C"
#> [131,] "B" "B" "C"
#> [132,] "C" "C" "C"
#> [133,] "A" "A" "C"
#> [134,] "B" "B" "C"
#> [135,] "C" "C" "C"
#> [136,] "A" "A" "A"
#> [137,] "A" "B" "A"
#> [138,] "A" "C" "A"
#> [139,] "B" "A" "A"
#> [140,] "B" "B" "A"
#> [141,] "B" "C" "A"
#> [142,] "C" "A" "A"
#> [143,] "C" "B" "A"
#> [144,] "C" "C" "A"
#> [145,] "A" "A" "B"
#> [146,] "A" "B" "B"
#> [147,] "A" "C" "B"
#> [148,] "B" "A" "B"
#> [149,] "B" "B" "B"
#> [150,] "B" "C" "B"
#> [151,] "C" "A" "B"
#> [152,] "C" "B" "B"
#> [153,] "C" "C" "B"
#> [154,] "A" "A" "C"
#> [155,] "A" "B" "C"
#> [156,] "A" "C" "C"
#> [157,] "B" "A" "C"
#> [158,] "B" "B" "C"
#> [159,] "B" "C" "C"
#> [160,] "C" "A" "C"
#> [161,] "C" "B" "C"
#> [162,] "C" "C" "C"
#> [163,] "A" "A" "A"
#> [164,] "B" "A" "A"
#> [165,] "C" "A" "A"
#> [166,] "A" "A" "A"
#> [167,] "B" "A" "A"
#> [168,] "C" "A" "A"
#> [169,] "A" "A" "A"
#> [170,] "B" "A" "A"
#> [171,] "C" "A" "A"
#> [172,] "A" "B" "B"
#> [173,] "B" "B" "B"
#> [174,] "C" "B" "B"
#> [175,] "A" "B" "B"
#> [176,] "B" "B" "B"
#> [177,] "C" "B" "B"
#> [178,] "A" "B" "B"
#> [179,] "B" "B" "B"
#> [180,] "C" "B" "B"
#> [181,] "A" "C" "C"
#> [182,] "B" "C" "C"
#> [183,] "C" "C" "C"
#> [184,] "A" "C" "C"
#> [185,] "B" "C" "C"
#> [186,] "C" "C" "C"
#> [187,] "A" "C" "C"
#> [188,] "B" "C" "C"
#> [189,] "C" "C" "C"
#> [190,] "A" "A" "A"
#> [191,] "A" "A" "A"
#> [192,] "A" "A" "A"
#> [193,] "B" "A" "A"
#> [194,] "B" "A" "A"
#> [195,] "B" "A" "A"
#> [196,] "C" "A" "A"
#> [197,] "C" "A" "A"
#> [198,] "C" "A" "A"
#> [199,] "A" "B" "B"
#> [200,] "A" "B" "B"
#> [201,] "A" "B" "B"
#> [202,] "B" "B" "B"
#> [203,] "B" "B" "B"
#> [204,] "B" "B" "B"
#> [205,] "C" "B" "B"
#> [206,] "C" "B" "B"
#> [207,] "C" "B" "B"
#> [208,] "A" "C" "C"
#> [209,] "A" "C" "C"
#> [210,] "A" "C" "C"
#> [211,] "B" "C" "C"
#> [212,] "B" "C" "C"
#> [213,] "B" "C" "C"
#> [214,] "C" "C" "C"
#> [215,] "C" "C" "C"
#> [216,] "C" "C" "C"