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Capitalize \subsection
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@ -33,7 +33,7 @@ In \cgal, we do not compute in projective geometry. Rather, we use
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homogeneous coordinates to avoid division operations,
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homogeneous coordinates to avoid division operations,
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since the additional coordinate can serve as a common denominator.
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since the additional coordinate can serve as a common denominator.
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\subsection{Genericity through Parameterization}
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\subsection{Genericity Through Parameterization}
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Almost all the kernel objects (and the corresponding functions) are
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Almost all the kernel objects (and the corresponding functions) are
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templates with a parameter that allows the user to choose the
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templates with a parameter that allows the user to choose the
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@ -145,7 +145,7 @@ less efficient than \ccc{Homogeneous<RingNumberType>}. Again, in
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\ccc{Simple_homogeneous<RingNumberType>::RT} is equal to
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\ccc{Simple_homogeneous<RingNumberType>::RT} is equal to
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\ccc{RingNumberType}.
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\ccc{RingNumberType}.
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\subsection{Naming conventions}
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\subsection{Naming Conventions}
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The use of kernel classes not only avoids problems, it also makes all
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The use of kernel classes not only avoids problems, it also makes all
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\cgal\ classes very uniform. They {\bf always} consist of:
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\cgal\ classes very uniform. They {\bf always} consist of:
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