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Fix the naming of the divergence operator
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@ -104,7 +104,7 @@ For a detailed overview of the heat method, the reader may consult
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sequel, we introduce the basic notions so as to explain our
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algorithms. In general, the heat method is applicable to any setting
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if there exists a gradient operator \f$ \nabla\f$, a divergence
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operator \f$\nabla\f$ and a Laplace operator \f$\Delta = \nabla \cdot
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operator \f$\nabla \cdot\f$ and a Laplace operator \f$\Delta = \nabla \cdot
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\nabla\f$, which are standard derivatives from vector calculus.
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The Heat Method consists of three main steps:
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