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Data projections
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@@ -1,4 +1,4 @@
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.. _api_TDEM:
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.. _api_TDEM_derivation:
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.. math::
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@@ -229,7 +229,7 @@ with
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Implementing **J** times a vector
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****************************************
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*********************************
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Multiplying **J** onto a vector can be broken into three steps
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@@ -290,3 +290,15 @@ and
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+ \MfMui \dcurl \MeSig^{-1} \vec{p}_e^{(t+1)} + \MfMui \vec{p}_b^{(t+1)} \\
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\vec{y}_e^{(t+1)} = \MeSig^{-1} \dcurl^\top \MfMui \vec{y}_b^{(t+1)} - \MeSig^{-1} \vec{p}_e^{(t+1)}
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\end{align}
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Implementing \\(\\mathbf{J}^\\top\\) times a vector
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*********************************
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Multiplying \\(\\mathbf{J}^\\top\\) onto a vector can be broken into three steps
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* Compute \\(\\vec{u} = \\mathbf{Q}^\\top \\vec{v}\\)
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* Solve \\(\\hat{\\mathbf{A}}^\\top \\vec{y} = \\vec{u}\\)
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* Compute \\(\\vec{w} = -\\mathbf{G}^\\top y\\)
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