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@ -102,7 +102,7 @@ The important property of this subdivision is that the identity of
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the curves that induce the lower envelope (or the upper envelope)
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over each cell is fixed.
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The Figure \ref env2_figmin_diag figure shows the lower envelope of a set of
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Figure \ref env2_figmin_diag shows the lower envelope of a set of
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eight line segments, and sketches the structure of their minimization
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diagram. Each diagram vertex \f$ v\f$ is associated with a point \f$
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p_v\f$ on the envelope, which corresponds to either a curve endpoint
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@ -153,7 +153,7 @@ minimization diagram of line segments, as illustrated in
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Figure \ref env2_figmin_diag . We use the curve-data traits
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instantiated by the `Arr_segment_traits_2` class, in order to
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attach a label (a `char` in this case) to each input segment.
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We use these labels when we print the minimization diagram:
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We use these labels when we print the minimization diagram.
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\cgalexample{Envelope_2/envelope_segments.cpp}
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@ -176,7 +176,7 @@ e.g., [\cite Section 11.4 for more details.
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Note that the leftmost edge of the minimization diagram is associated
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with the same line as the rightmost edge of the maximization diagram,
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and vice-verse. We can therefore skip the rightmost edges of both
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diagrams:
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diagrams.
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\cgalexample{Envelope_2/convex_hull.cpp}
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@ -190,7 +190,7 @@ We use the `Arr_circle_segment_traits_2` class to construct the
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lower and the upper envelopes of a set of four circles, as depicted
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in Figure \ref env2_figex_circ. Note that unlike the two previous
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examples, here our curves are not \f$ x\f$-monotone, so we use the functions
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that compute envelopes of arbitrary curves:
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that compute envelopes of arbitrary curves.
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\cgalexample{Envelope_2/envelope_circles.cpp}
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