0 the number that shows how many times a number, called the base, has to be multiplied by itself to produce another number. Adding or taking away logarithms can replace multiplying or dividing large numbers.
1 a number which shows how many times a particular number, called the base, has to be multiplied by itself to produce another number
Robots cannot replace syntactic models; but they can instantiate them, as a slide rule does the logarithm, lending credibility.
In any case, the above is a natural domain for a logarithm.
Figure 2 shows how taking the natural logarithm of the values of "length of residence" transforms the curvilinear relationship into a linear one.
We monitored the determinant of this matrix and figure 23 shows the logarithm of it.
This implies that the ratios of consumption to output and investment to output (in logarithm) can be characterized as stationary processes.
Let g denote the logarithm of a main demand aggregate that is decomposed into two subaggregates.
Note that as all logarithms appearing in the formulas for c1 (t) and c2 are positive, so c1 (t) and c2 are positive.
The independent variable for this fit was the logarithm of the geometricmean radius in each ring (we used logarithm because the filter radius grows geometrically).
