Examples of using Logarithms in English and their translations into Russian
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The logarithms are base 2.
Population size in logarithms.
The logarithms are related to the various laws of the living nature.
A dark light seems to be brighter due to logarithms.
Suppose that we take logarithms of both sides of 31.
Arithmetic procedures, powers and roots, and logarithms.
When I was in the mathletes,we did logarithms until we couldn't see straight.
Logarithms are useful for solving equations in which the unknown appears as the exponent of some other quantity.
John Napier discusses Napierian logarithms in Mirifici Logarithmorum Canonis Descriptio.
The logarithms of the octanol-air partitioning coefficients(log KOA) were estimated using available KOW and HLC values.
Finding similar lower bounds for the sum of three or more logarithms had eluded Gelfond.
The fractals and the logarithms also lead to the fractional spatial dimensionality.
To approximate those counts with a power law, take logarithms to use linear fitting.
The logarithms of the octanol-water partitioning coefficient(log KOW) were generally greater than five, ranging from 4.48- 8.69.
I was about to drop some sweet word play about logarithms and getting into a rhythm with my log.
Zech's logarithm Logarithm table Logarithmic number system(INS)"Logarithm: Addition and Subtraction,or Gaussian Logarithms.
The first step is to take natural logarithms of times series, wherever possible.
If we take logarithms of both sides of(14), use(17) and add error terms kt, we obtain the following hedonic regression model.
These functions s b( z){\displaystyle s_{b}(z)} and d b( z){\displaystyle d_{b}(z)} are also known as Gaussian logarithms.
For example, using natural logarithms, an odds ratio of 36/1 maps to 3.584, and an odds ratio of 1/36 maps to -3.584.
It is based on the form of the function being integrated and on methods for integrating rational functions,radicals, logarithms, and exponential functions.
If we take logarithms of both sides of(14), use(25) and add error terms kt, we obtain the following translog hedonic regression model.
Just as exponentiation has two inverse functions, roots and logarithms, tetration has two inverse functions, super-roots and super-logarithms.
For example, logarithms are used to solve for the half-life, decay constant, or unknown time in exponential decay problems.
Pomerance had been using the letter L{\displaystyle L}(or lower case l{\displaystyle l}) in this andprevious papers for formulae that involved many logarithms.
If an attacker could compute discrete logarithms in GF(p) for the Shamir method or GF(2n) for the Massey-Omura method then the protocol could be broken.
The values of the pollutants given in paragraph 5.2.1. of the Regulation are considered to belog normally distributed and should be transformed by taking their natural logarithms.
Substituting(33) into(14) after taking logarithms of both sides of(14) and adding the error term ijkt leads to the following linear generalized dummy variable hedonic regression model.
The values of the pollutants given in paragraph 5.2.1. of this Regulation, after having applied the relevant DF, are considered to be log normally distributed andshould be transformed by taking their natural logarithms.
Now take logarithms of both sides of equations(14), substitute(36) into these logged equations and add stochastic terms kt to obtain the following system of regression equations.