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Approximate formulas for the absorption cross-section are derived by using the extinction theorem.
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The activity was calculated using the extinction coefficient 25 mM−1 cm−1.
The activity was calculated using the extinction coefficient of 2.8 mM−1 cm−1.
The persistence and extinction of the system are discussed by using the comparison theorem of differential equations.
Find 2-D distance by using the Pythagorean theorem.
Check your measurement by using the Pythagorean Theorem.
There are many papers on the persistence in mean and extinction for stochastic models, and a common means to do this is by using the stochastic comparison theorem and the sample Lyapunov exponent; see [7, 20].
However, the proof using the second epsilon theorem has the distinction of being the first complete and correct proof of Herbrand's theorem.
using the NOE extinction technique.
As the sample size is >30, using the center limit theorem, parametric tests will be used.
The detailed method to compute an error using the central limit theorem is derived in [ 14].
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