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The Padé approximation is often used to approximate delays in classical control theory [25].
These results are used to approximate the detection probability by the non-central/central approximation.
Those structures are then used to approximate population.
Instead, cell towers are used to approximate a subscriber's location.
Let's take a look at the techniques used to approximate it.
Hence, bounds can be used to approximate it.
Biarc segments are used to approximate the theoretical profile.
Po was used to approximate changes of [Ca2+sps].
Fuzzy systems are used to approximate the unknown nonlinear functions.
Linear interpolation functions are used to approximate the hemolysis field.
Those points are used to approximate linearly each equation.
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