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. 2015 Aug 13;65(3):178–198. doi: 10.1007/s11881-015-0106-y

Table 2.

Investigated models, statistical hypotheses, and translation for Bayesian analyses

Model Statistical hypothesis Translation
Gifted + dyslexia vs. dyslexia
 Weaknesses
  Model 0 μD, μGD Alternative hypothesis or unconstrained model
  Model 1 μD > μGD Twice-exceptionality view: Dyslexic children have higher scores on the cognitive risk factors than gifted/dyslexic children, indicating more severe deficits in the gifted/dyslexic group
  Model 2 μD = μGD Core-deficit view: Both groups have about equal scores on the cognitive risk factors, indicating that the groups are comparable
 Strengths
  Model 0 μD, μGD Alternative hypothesis or unconstrained model
  Model 1 μD < μGD Twice-exceptionality view: Dyslexic children have lower scores on the cognitive protective factors than gifted/dyslexic children, indicating more pronounced strengths in the gifted/dyslexic group
  Model 2 μD = μGD Both groups have about equal scores on the cognitive protective factors, indicating that the groups are comparable
Gifted + dyslexia vs. borderline
 Weaknesses
  Model 0 μB, μGD Alternative hypothesis or unconstrained model
  Model 1 μB > μGD Core-deficit view: Borderline children have higher scores on the cognitive risk factors than the gifted/dyslexic children, indicating less severe deficits in the borderline group
  Model 2 μB = μGD Both groups have about equal scores on the cognitive risk factors, indicating that the groups are comparable
 Strengths
  Model 0 μB, μGD Alternative hypothesis or unconstrained model
  Model 1 μB > μGD Twice-exceptionality view: Borderline children have higher scores on the cognitive protective factors than the gifted/dyslexic children, indicating more pronounced strengths in the borderline group
  Model 2 μB = μGD Both groups have about equal scores on the cognitive protective factors, indicating that the groups are comparable