Statistical Hypotheses. The null and alternative hypotheses are formulated in terms of the predefined margin of 0.05 for noninferiority: H0: µ(T) – µ(C) ≥ 0.05 Ha: µ(T) – µ(C) < 0.05 where µ(T) and µ(C) denote the mean distance VA for PRECISION1 and Biotrue, respectively, on the logMAR scale.
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Samples: Investigator Agreement
Statistical Hypotheses. The null and alternative hypotheses are formulated in terms of the predefined margin of 0.05 for noninferiority: H0: µ(Tμ(T) – µ(Cμ(C) ≥ 0.05 Ha: µ(Tμ(T) – µ(Cμ(C) < 0.05 where µ(Tμ(T) and µ(Cμ(C) denote the mean distance VA for PRECISION1 logMAR scale. and BiotrueAOHP, respectively, on the logMAR scale.the
Appears in 1 contract
Samples: Investigator Agreement
Statistical Hypotheses. The null and alternative hypotheses are formulated in terms of the predefined margin of 0.05 for noninferiority: H0: µ(T) – µ(C) ≥ 0.05 Ha: µ(T) – µ(C) < 0.05 where µ(T) and µ(C) denote the mean distance VA for PRECISION1 DT1 and BiotrueInfuse, respectively, on the logMAR scale.
Appears in 1 contract
Samples: Investigator Agreement
Statistical Hypotheses. The null and alternative hypotheses are formulated in terms of the predefined margin of 0.05 for noninferiority: H0: µ(T) – µ(C) ≥ 0.05 Ha: µ(T) – µ(C) < 0.05 where µ(T) and µ(C) denote the mean distance VA for PRECISION1 and BiotrueClariti 1-Day, respectively, on the logMAR scale.
Appears in 1 contract
Samples: Investigator Agreement