Examples of using Logarithmic in English and their translations into French
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About 5 hours after the burst the apparent magnitude of the object-a logarithmic measure of its brightness with a higher number indicating a fainter object-was 20.3± 0.3 in the U-band(the ultraviolet region of the spectrum)
The actual form has a double logarithmic correction and goes as ℓ∼ ln N ln ln N.{\displaystyle\ell\sim{\frac{\ln N}{\ln\ln N}}.} The BA model has a systematically shorter average path length than a random graph.
percentage change and logarithmic form.
is shown in figure XXIII below, which shows, on logarithmic scales, the relationship between core and non-core components of expenditures for
an insertion may be performed in logarithmic time.
which shows, on logarithmic scales, the relationship between core and non-core components of
showed that with high probability all non-optimal matchings have augmenting paths of logarithmic length.
algebraic and logarithmic functions, human computers would tape coordinates on the geometry blanket,
eliminate the differences between the two types of entrepreneurships described above- we uses logarithmic regression for estimating the GVA of N5 and N7, which is estimated by the independent variable of natural logarithm of turnover.
new types of logarithmic corrections, corresponding to a Fisher renormalization at marginal dimensions, are found.
exponential(y Keax), logarithmic(y a ln x+ b)
digital waveforms, and other data using linear or logarithmic scales.
He contributed to p-adic Hodge theory, logarithmic geometry(he was one of its creators together with Jean-Marc Fontaine
The logarithmic integral has an integral representation defined for all positive real numbers x≠ 1 by the definite integral li( x)∫ 0 x d t ln t.{\displaystyle\operatorname{li}(x)=\int_{ 0}^{ x}{\ frac{dt}{\ln t}}~.}
deletion operation takes logarithmic time to perform.
16 the total logarithmic growth rates derived from equation[2]
uses the power-5 link function instead of the traditional logarithmic link to reduce the exponential changes
raised to a power, used as arguments for a variety of standard functions(exponential, logarithmic, trigonometry, hyperbolic,
where gi is the average annual logarithmic growth rate of R&D expenditures over 1973-99,
if we neglect logarithmic factors, the error averaged is nearly as small as x{\displaystyle{\sqrt{x.