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We then approximated calculations to measure the electrical resistance of a single nanowire.
We also approximated calculations to find the electrical resistance of a single nanowire for one of the cases in Table 1 before any oxidation (18°C to 19°C) and after oxidation of the sample at 200°C.
In this numerical experiments, Table1 represents the exact principal value of the singular integral, and Table2 corresponds to the approximate calculation produced by our approximation at point value interpolation.
We note however, that this (or any other approximation to Zαα') allows the approximate calculation of transition probabilities between states, e.g. extinction probabilities.
However, group differences surviving multiple comparisons were observed with another approximation task used in the study (approximate calculation with numerals).
This approximate calculation is 0.08 femtomoles smaller than 0.11 femtomoles/cell calculated from the calibrated system method.
To test for differences between conditions, a repeated-measures GLM analysis was calculated with RT or ACC for exact calculation, approximate calculation and magnitude comparison as within-subjects factors, and type (with or without DD) as between-subjects factor.
Currently, it can also be calculated by using the efficiency transfer method empirically derived from an approximate calculation of the effective solid angle ratio.
The damping ratio scale in this figure is an approximate calculation.
For W w and W b, in order to simplify the calculation, we have done the approximate calculation.
Furthermore the results from the approximate calculation model agree with results from previous investigations [1,2].
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