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Technical Studies Reference


This study calculates and displays the Inertia study for the Price Data.

Let the Relative Vigor Index Length and Linear Regression Length Inputs be denoted as \(n_{RVI}\) and \(n_{LR}\), respectively.

We denote the Inertia of the Price Data at Index \(t\) for the given Inputs as \(Inertia^{(1)}_t(n_{RVI},(n_{LR})\). It is a Moving Linear Regression of a Smoothed Relative Vigor Index 2, and we compute it for \(t \geq \max\{(n_{RVI},(n_{LR})\}\) as follows.

\(Inertia^{(1)}_t(n_{RVI},n_{LR}) = MLR_t\left(\overline{RVI}^{(2)}(n_{RVI}),n_{LR}\right)\)



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*Last modified Monday, 26th September, 2022.