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First, according to the triple-code model of number presentation [3], [10], in a magnitude comparison task, the Arabic input is transformed into an analogue magnitude code before the comparison can be performed in the internal analogical number line [11].
The magnitude of any number is assumed to be represented in an analogue magnitude code along a left-to-right oriented mental number line.
In the triple-code model, three codes of number representations are proposed, the Arabic code, the quantity or magnitude code, and the verbal code.
The analogical quantity or magnitude code is proposed to be localized in the left and right horizontal segment of the IPS, and the verbal code is proposed to be localized within the left AG [ 17- 21].
Thus, multiplication with small numbers may even be carried out without explicitly activating the magnitude code of the numbers; instead, the correct result may be accessed directly and retrieved from memory [ 2, 3, 5].
The analogical quantity or magnitude code is proposed to be localized in the left and right horizontal segment of the IPS, and the verbal code (number words) within the left AG.
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Initially, we used magnitude codes (Weston et al., 2001; Saldaña, 2013) to score students' statements about metacognitive regulation as high, medium, or low; however, it was difficult for us to distinguish among the three levels.
Figure 2 Uncalibrated through transmission magnitude (color coded) as a function of probe frequency and externally applied flux for (a) resonator A and (b) resonator B. The red arrows mark the flux values, for which transmission vs. frequency cuts are shown in Figure 4.
Quantity discrimination studies suggest that the magnitude representation codes quantity similarly to the physical properties of the world, like luminosity, or length.
This is consistent with the theory, which predicts that there is a threshold value for α above which the optimal control is identically zero; cf. [ 22, Proposition 2.2]. Figure 5 shows location and magnitude (color coded) of the computed optodes and the corresponding photon densities (in Wm−2, normalized to unit mean) for α = 1.2, α = 0.8, and α = 0.4.
In first cycle coding, data were bigger in magnitude with the coding outcome ranging from a single word to a full sentence and sometimes to a set of sentences covering an entire page.
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