mirror of https://github.com/CGAL/cgal
92 lines
3.9 KiB
TeX
92 lines
3.9 KiB
TeX
\begin{ccRefFunction}{barycenter}
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\ccFunction{Point_2<Kernel>
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barycenter( const Point_2<Kernel>& p1, const Kernel::FT&w1,
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const Point_2<Kernel>& p2);}
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{compute the barycenter of the points $p1$ and $p2$ with corresponding
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weights $w1$ and $1-w1$.}
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\ccFunction{Point_2<Kernel>
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barycenter( const Point_2<Kernel>& p1, const Kernel::FT&w1,
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const Point_2<Kernel>& p2, const Kernel::FT&w2);}
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{compute the barycenter of the points $p1$ and $p2$ with corresponding
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weights $w1$ and $w2$. \ccPrecond{w1+w2 != 0}.}
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\ccFunction{Point_2<Kernel>
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barycenter( const Point_2<Kernel>& p1, const Kernel::FT&w1,
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const Point_2<Kernel>& p2, const Kernel::FT&w2,
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const Point_2<Kernel>& p3);}
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{compute the barycenter of the points $p1$, $p2$ and $p3$ with corresponding
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weights $w1$, $w2$ and $1-w1-w2$.}
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\ccFunction{Point_2<Kernel>
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barycenter( const Point_2<Kernel>& p1, const Kernel::FT&w1,
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const Point_2<Kernel>& p2, const Kernel::FT&w2,
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const Point_2<Kernel>& p3, const Kernel::FT&w3);}
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{compute the barycenter of the points $p1$, $p2$ and $p3$ with corresponding
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weights $w1$, $w2$ and $w3$. \ccPrecond{w1+w2+w3 != 0}.}
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\ccFunction{Point_2<Kernel>
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barycenter( const Point_2<Kernel>& p1, const Kernel::FT&w1,
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const Point_2<Kernel>& p2, const Kernel::FT&w2,
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const Point_2<Kernel>& p3, const Kernel::FT&w3,
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const Point_2<Kernel>& p4);}
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{compute the barycenter of the points $p1$, $p2$, $p3$ and $p4$ with corresponding
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weights $w1$, $w2$, $w3$ and $1-w1-w2-w3$.}
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\ccFunction{Point_2<Kernel>
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barycenter( const Point_2<Kernel>& p1, const Kernel::FT&w1,
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const Point_2<Kernel>& p2, const Kernel::FT&w2,
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const Point_2<Kernel>& p3, const Kernel::FT&w3,
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const Point_2<Kernel>& p4, const Kernel::FT&w4);}
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{compute the barycenter of the points $p1$, $p2$, $p3$ and $p4$ with corresponding
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weights $w1$, $w2$, $w3$ and $w4$. \ccPrecond{w1+w2+w3+w4 != 0}.}
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\ccFunction{Point_3<Kernel>
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barycenter( const Point_3<Kernel>& p1, const Kernel::FT&w1,
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const Point_3<Kernel>& p2);}
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{compute the barycenter of the points $p1$ and $p2$ with corresponding
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weights $w1$ and $1-w1$.}
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\ccFunction{Point_3<Kernel>
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barycenter( const Point_3<Kernel>& p1, const Kernel::FT&w1,
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const Point_3<Kernel>& p2, const Kernel::FT&w2);}
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{compute the barycenter of the points $p1$ and $p2$ with corresponding
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weights $w1$ and $w2$. \ccPrecond{w1+w2 != 0}.}
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\ccFunction{Point_3<Kernel>
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barycenter( const Point_3<Kernel>& p1, const Kernel::FT&w1,
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const Point_3<Kernel>& p2, const Kernel::FT&w2,
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const Point_3<Kernel>& p3);}
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{compute the barycenter of the points $p1$, $p2$ and $p3$ with corresponding
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weights $w1$, $w2$ and $1-w1-w2$.}
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\ccFunction{Point_3<Kernel>
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barycenter( const Point_3<Kernel>& p1, const Kernel::FT&w1,
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const Point_3<Kernel>& p2, const Kernel::FT&w2,
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const Point_3<Kernel>& p3, const Kernel::FT&w3);}
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{compute the barycenter of the points $p1$, $p2$ and $p3$ with corresponding
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weights $w1$, $w2$ and $w3$. \ccPrecond{w1+w2+w3 != 0}.}
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\ccFunction{Point_3<Kernel>
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barycenter( const Point_3<Kernel>& p1, const Kernel::FT&w1,
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const Point_3<Kernel>& p2, const Kernel::FT&w2,
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const Point_3<Kernel>& p3, const Kernel::FT&w3,
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const Point_3<Kernel>& p4);}
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{compute the barycenter of the points $p1$, $p2$, $p3$ and $p4$ with corresponding
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weights $w1$, $w2$, $w3$ and $1-w1-w2-w3$.}
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\ccFunction{Point_3<Kernel>
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barycenter( const Point_3<Kernel>& p1, const Kernel::FT&w1,
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const Point_3<Kernel>& p2, const Kernel::FT&w2,
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const Point_3<Kernel>& p3, const Kernel::FT&w3,
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const Point_3<Kernel>& p4, const Kernel::FT&w4);}
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{compute the barycenter of the points $p1$, $p2$, $p3$ and $p4$ with corresponding
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weights $w1$, $w2$, $w3$ and $w4$. \ccPrecond{w1+w2+w3+w4 != 0}.}
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\ccSeeAlso
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\ccRefIdfierPage{CGAL::centroid}
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\end{ccRefFunction}
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