To compare the evolution of STK35L1, STK35L2, STK35L3 on a time scale, a time-wise gene distribution of these STK35L1 homologs was created (Figure 11).
For simplicity, since the remain timescale (mathbb{T}_{r}) can be regarded as the zero-periodic time scale, a changing-periodic time scale can be denoted as (mathbb{T}=bigcup_{i=1}^{infty}mathbb{T}_{i}) which contains (mathbb{T}_{r}).
For an easier comparison and for a unique time scale, a dimensionless time τ was defined: τ = 0: heel strike τ = 1: heel rise τ = t/t0 timetime between the heel strike and heel rise.
Using time since diagnosis as the time scale, a younger age at diagnosis was associated with a lower mortality, while using age as the time scale gave the opposite result.
Unifying the time-points under a common time scale, a multilevel/mixed logistic regression was performed, using plasma RNA under low threshold as outcome, and the following covariates: log10DNA, baseline log10RNA, X4R5 (binary variable), and time.
A new transport time scale, recovery time, and a methodology to estimate it by means of numerical models is hereby developed.
Time scale Characteristic time for a process to be expressed.
Firing steps are nested within a larger time scale, called time blocks, within which each transition is fired exactly once.
Recognizing the aperiodic nature of non-stationary oscillations, the new formulation is presented by adding an additional, slow time scale beside time scales of the nonlinear system, which generally correspond to the incommensurate nonlinear frequencies of the response.
Using a matched space for time scales, a new concept of periodic time scales is introduced.
Due to the strength of signals present throughout other time scales, a given time scale of relatively less signal strength may be obscured.
