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Fix the naming of the divergence operator

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Laurent Rineau 2018-12-18 12:12:20 +01:00
parent c60a6f5017
commit ea3927bb13
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Heat_method_3/doc/Heat_method_3/Heat_method_3.txt
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@ -104,7 +104,7 @@ For a detailed overview of the heat method, the reader may consult
sequel, we introduce the basic notions so as to explain our sequel, we introduce the basic notions so as to explain our
algorithms. In general, the heat method is applicable to any setting algorithms. In general, the heat method is applicable to any setting
if there exists a gradient operator \f$ \nabla\f$, a divergence if there exists a gradient operator \f$ \nabla\f$, a divergence
operator \f$\nabla\f$ and a Laplace operator \f$\Delta = \nabla \cdot operator \f$\nabla \cdot\f$ and a Laplace operator \f$\Delta = \nabla \cdot
\nabla\f$, which are standard derivatives from vector calculus. \nabla\f$, which are standard derivatives from vector calculus.
The Heat Method consists of three main steps: The Heat Method consists of three main steps: