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Time Trade-Off rating (TTO) for power function estimation and for evaluation of MAUF predictive validity.
For power, function and intertrial interval analyses, to adjust for possible correlation within trials and among trials for which the same electrode pairs were stimulated, we used a three step GEE (general estimating equation) approach (Miglioretti and Heagerty, 2004, 2007).
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For power functions we have the following formulas.
We give a few examples for power functions.
Note that similar technique can be utilized also for power functions on h Z, q Z ¯ and T ( q, h ) provided the corresponding version of Vandermonde's convolution is employed.
We use exponents of 1 and 5 for power functions.
Perhaps, construction of marginal models in the sense of generalized estimating equations [ 21] can be considered for derivation of power functions assumption even if this approach is beyond the scope of the present study.
We can derive an explicit expression for the approximate policy (25) for our power function: (27).
The descending trend was much faster for the exponential model than that for the power function model, especially at the early stage of SOC decomposition (<13 days of incubation).
The aim of this note is to prove refinements of the latter two asymptotic relations where α=α(n)→0 and β=β(n)→0 as n→∞, and to prove similar results for two-sided confidence intervals and for the power function when testing corresponding hypotheses.
Applications for the power function and the logarithmic function are also provided.
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