Robustness and Power of the Maximum-Likelihood–Binomial and Maximum-Likelihood– Score Methods, in Multipoint Linkage Analysis of Affected-Sibship Data 

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Robustness and Power of the Maximum-Likelihood–Binomial and Maximum-Likelihood– Score Methods, in Multipoint Linkage Analysis of Affected-Sibship Data  Laurent Abel, Bertram Müller-Myhsok  The American Journal of Human Genetics  Volume 63, Issue 2, Pages 638-647 (August 1998) DOI: 10.1086/301958 Copyright © 1998 The American Society of Human Genetics Terms and Conditions

Figure 1 Power, in percentages, for an asymptotic .001 threshold observed with the MLB and the MLS, for 200 2AS families with parental marker data (panels A–C) and without parental marker data, when correct allele frequencies were used (panels D–F). The proportion of linked families was 75%, and data were generated under the genetic models in table 1 with λS=2 and K=.05. A and D, Dominant model. B and E, Additive model. C and F, Recessive model. The American Journal of Human Genetics 1998 63, 638-647DOI: (10.1086/301958) Copyright © 1998 The American Society of Human Genetics Terms and Conditions

Figure 2 Power, in percentages, for an empirical .001 threshold observed with the MLB and the MLSu, for 100 MAS families with parental marker data (panels A–C) and without parental marker data, when correct allele frequencies were used (panels D–F). The proportion of linked families was 75%, and data were generated under the genetic models in table 1 with λS=2 and K=.05. A and D, Dominant model. B and E, Additive model. C and F, Recessive model. The American Journal of Human Genetics 1998 63, 638-647DOI: (10.1086/301958) Copyright © 1998 The American Society of Human Genetics Terms and Conditions

Figure 3 Power, in percentages, for an asymptotic .001 threshold observed with the MLB and the MLS, for 200 2AS families with parental marker data (panels A–C) and without parental marker data, when correct allele frequencies were used (panels D–F). The proportion of linked families was 50%, and data were generated for different λS values (K=.05). A and D, Dominant model with q=.01. B and E, Additive model with q=.05. C and F, Recessive model with q=.2. The American Journal of Human Genetics 1998 63, 638-647DOI: (10.1086/301958) Copyright © 1998 The American Society of Human Genetics Terms and Conditions