最終更新日：2025/12/05
(mathematics) The vertices in a Voronoi diagram that are farthest from the point defining a cell. In particular, a positive pole is farthest from the defining point, and the negative pole is farthest from the defining point on the other side of the cell from the positive pole, where other side
refers to vertices for which the angle formed by a vector from the defining point to the vertex with the vector from the defining point to the positive pole is greater than π/2.
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Voronoi pole
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元となった辞書の項目
Voronoi pole
名詞
(mathematics)
The
vertices
in
a
Voronoi
diagram
that
are
farthest
from
the
point
defining
a
cell.
In
particular,
a
positive
pole
is
farthest
from
the
defining
point,
and
the
negative
pole
is
farthest
from
the
defining
point
on
the
other
side
of
the
cell
from
the
positive
pole,
where
"other
side"
refers
to
vertices
for
which
the
angle
formed
by
a
vector
from
the
defining
point
to
the
vertex
with
the
vector
from
the
defining
point
to
the
positive
pole
is
greater
than
π/2.
日本語の意味
数学におけるVoronoi図のセル内で、セルを定義する基準点から最も遠くにある頂点を意味する。 / 特に、正の極は基準点から最も離れた頂点を指し、 / 負の極は正の極とは反対側（基準点から正の極へ向かうベクトルとの角度がπ/2より大きい頂点群の中で、基準点から最も離れた頂点）のことを指す。
意味（1）
(mathematics)
The
vertices
in
a
Voronoi
diagram
that
are
farthest
from
the
point
defining
a
cell.
In
particular,
a
positive
pole
is
farthest
from
the
defining
point,
and
the
negative
pole
is
farthest
from
the
defining
point
on
the
other
side
of
the
cell
from
the
positive
pole,
where
"other
side"
refers
to
vertices
for
which
the
angle
formed
by
a
vector
from
the
defining
point
to
the
vertex
with
the
vector
from
the
defining
point
to
the
positive
pole
is
greater
than
π/2.
（ plural ）
