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1 parent f0987b2 commit 7dc57ccCopy full SHA for 7dc57cc
intro/intro.tex
@@ -478,7 +478,7 @@ \subsubsection{Implicit methods}
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\end{equation}
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Using this approximation, we can expand the righthand side vector,
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\begin{equation}
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-{\bf f}(t^{n+1},{\bf y}^{n+1}) = {\bf f}(t^n, {\bf y}^{n+1}_0) +
+{\bf f}(t^{n+1},{\bf y}^{n+1}) = {\bf f}(t^{n+1}, {\bf y}^{n+1}_0) +
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\left . \frac{\partial {\bf f}}{\partial {\bf y}} \right |_0 \Delta {\bf y}_0 + \ldots
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Here we recognize the Jacobin matrix, ${\bf J} \equiv \partial {\bf
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