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...ge, we may factor out <math>\left( \rho' \right)^{2}</math> and expand the logarithms in powers of <math>(\rho/\rho')<1</math> ...

...dB loss for each individual passage. However, if intensity is desired, the logarithms must be converted back into linear units by using an exponential: <math>I = ...

...hat mean, and subsequently [[exponentiation|exponentiate]] using those two logarithms as exponents and using the same base as was used in logarithmizing, with th ...

*[[History of logarithms]] ...

* e, the base of [[natural logarithms]], ...

...e sub-exponential time solvable if it can be solved in running times whose logarithms grow smaller than any given polynomial. More precisely, a problem is in sub ...

Alternatively, using base-2 logarithms, <math>C^*</math> relates the base-2 logarithmic increase in temperature to ...

[[Charles Babbage]] designed machines to tabulate logarithms and other functions in 1837. His [[Difference engine]] can be considered an ...

...coupling comes from: is it related to pi or perhaps to the base of natural logarithms? Nobody knows. It's one of the greatest damn mysteries of physics: a magic ...

...by François Viète (1540–1603), the introduction of [[History of logarithms|logarithms]] by [[John Napier]] in 1614, which greatly simplified numerical calculatio ...

...t is {{math|1=''b'' = 2}}) and is frequently used in [[computer science]]. Logarithms are examples of [[concave function]]s.}} ...formulas, sometimes called logarithmic identities or ''log laws'', relate logarithms to one another.<ref>All statements in this section can be found in {{harvnb ...