The similarity in the correlations for perceived health may be due to using a dichotomy for this outcome variable.
A retrospective analysis of data from a large international trial evaluating high-dose steroids for severe traumatic brain injury found that analysis of a wide range of outcome levels by using an ordinal scale with proportional odds regression or a sliding dichotomy was more likely to detect a treatment effect than the single-dichotomy approach.
For describing dependence on the L (language) domain, we use a dichotomy which we refer to as the formula/no formula dichotomy, or the F/NF dichotomy.
For describing dependence on the C (content) domain, we use a dichotomy which we refer to as the theorem/no theorem dichotomy, or the T/NT dichotomy for short.
Remarkably, although an inbred strain was used, a dichotomy within the high-fat fed mice was observed.
The "old guard" is using a false dichotomy by depicting its candidates as the only alternatives to an alleged outside anti-immigration takeover.
In particular, these results were obtained by using exponential dichotomy theory on almost periodic differential equations or functional differential equations with linear part.
By using exponential dichotomy, the Banach fixed point theory and some inequality analysis technology, some sufficient conditions are derived ensuring existence, uniqueness and global attractivity of almost periodic solution of delayed cellular neural networks (DCNNs) with time-varying coefficients.
By using exponential dichotomy, the Banach fixed point theory, constructing suitable Lyapunov functional, and combining Yang inequality, some sufficient conditions are derived ensuring existence, globally exponential stability of almost periodic solution for BAM neural networks with variable coefficients and delays.
For the model, we have given some sufficient conditions ensuring the existence and global exponential stability of almost periodic solutions by using the exponential dichotomy of linear dynamic equations on time scales, Banach's fixed point theorem and the theory of calculus on time scales.
