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Novack TA, Bush BA, Meythaler JM, Canupp K. Outcome after traumatic brain injury: pathway analysis of contributions from premorbid, injury severity, and recovery variables.
Recovery variables were analysed with one-way ANOVA tests.
Furthermore, as post-hoc analysis we searched for possible correlations between blood pressure/finger skin blood flow recovery variables and physiological responses, subjective responses and other recovery variables.
The finger skin blood flow and blood pressure recovery variables did not correlate with other physiological (HR, muscle, respiration) response or recovery variables (r ≤ 0.25, p ≥ 0.11).
Subgroup analysis of the recovery variables did however not reveal any differences (One-way ANOVA Fs ≤ 2.9, p ≥ 0.097).
The timed recovery variables (e.g., time to sternal recumbency) required a logarithmic transformation to satisfy the ANOVA assumption of Normality, which was evaluated via the Shapiro-Wilk test.
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The voltage nullcline is shown in red and that of the recovery variable in green.
However, a newly proposed recovery variable hinders the damage evolution especially in long-term processes.
In the case of the FitzHugh Nagumo model, the recovery variable is denoted by ((w^{i}_{t})).
Fig. 3 Phase portrait for the cortical neuron model with quadratic recovery variable, (a=0.1), (beta=gamma=0.5), (v_{1}=0), (v_{2}=0.2).
The system consists of one fast voltage variable V, one slow recovery variable w and several parameters: V ˙ = V − 1 3 V 3 − w − I, (1a).
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