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. 2004 Aug 20;75(4):571–586. doi: 10.1086/424528

Table 4.

Results of Power Calculations Performed on Sibships of Various Size[Note]

Value for Total Sibship Size
3 Total, 2 Affected (80b)
4 Total, 2 Affected (67b)
4 Total, 3 Affected (83b)
5 Total, 3 Affected (71b)
Model, Penetrances for Genotypes, KS (%),and Markera Nad Nad:Npairsc Nad Nad:Npairsc Nad Nad:Npairsc Nad Nad:Npairsc
Recessive (q = .316):
DD = .08, Dd = .08, dd = .78, KS = 25.9:
  M1 61 .68 55 .6 26 .87 17 .65
  M2 92 .68 81 .58 38 .86 25 .66
DD = .10, Dd = .10, dd = .60, KS = 20.5:
  M1 199 .78 183 .65 74 1 54 .78
  M2 299 .78 269 .66 111 1.03 78 .79
DD = .12, Dd = .12, dd = .40, KS = 16.7:
  M1 1,756 .83 1,609 .73 533 1.18 416 .93
  M2 2,819 .81 2,430 .72 801 1.2 640 .92
DD = .13, Dd = .13, dd = .33, KS = 15.9:
  M1 6,302 .96 5,788 .72 1,973 1.28 1,591 .95
  M2 9,640 .97 8,365 .72 2,983 1.3 2,341 .93
Dominant (q = .0513):
DD = .08, Dd = .78, dd = .78, KS = 29.5:
  M1 68 .5 67 .42 26 .68 18 .51
  M2 102 .5 98 .42 38 .66 27 .51
DD = .10, Dd = .60, dd = .60, KS = 22.4:
  M1 230 .66 213 .56 68 .87 52 .66
  M2 344 .66 328 .57 99 .86 76 .64
DD = .12, Dd = .40, dd = .40, KS = 17.3:
  M1 1,672 .75 1,708 .67 448 1.12 387 .82
  M2 2,622 .72 2,436 .65 657 1.11 584 .82
DD = .13, Dd = .33, dd = .33, KS = 16.2:
  M1 5,854 .87 6,012 .73 1,563 1.18 1314 .93
  M2 9,848 .89 8,863 .74 2,234 1.14 1,987 .93
Additive (q = .1):
DD = .08, Dd = .43, dd = .78, KS = 22.4:
  M1 241 .78 193 .67 98 .98 70 .77
  M2 360 .78 276 .66 144 .99 100 .76
DD = .10, Dd = .35, dd = .60, KS = 18.8:
  M1 743 .82 635 .72 273 1.13 211 .85
  M2 1,095 .82 923 .73 406 1.13 305 .82
DD = .12, Dd = .26, dd = .40, KS = 16.1:
  M1 6,534 .94 6,316 .79 1,873 1.22 1,585 .94
  M2 9,760 .92 9,524 .8 2,756 1.26 2,350 .94
DD = .13, Dd = .23, dd = .33, KS = 15.6:
  M1 21,369 .9 20,561 .85 8,562 1.32 5,163 .91
  M2 40,511 .88 38,026 .92 13,052 1.28 8,387 .94

Note.— Parental genotypes are available. The nominal type I error is 0.1%. Parameters are estimated from at least 50,000 simulated replicates.

a

Penetrances are given in terms of the genotypes at the disease locus, where d is the susceptibility allele, with frequency q. KS is the sibling recurrence risk for the disease model. In all cases, the disease prevalence is 15%.

b

Percentage of individuals used by Spairs.

c

Ratio Nad:Npairs of the required number of pedigrees of a single type to achieve a power of 80% for the Sad statistic (Nad) and the Spairs statistic (Npairs), calculated at marker M1 and marker M2.