最終更新日
：2023/09/06
Chow group
noun
(mathematics)
The
Chow
groups
of
an
algebraic
variety
over
any
field
are
algebro-geometric
analogs
of
the
homology
of
a
topological
space.
The
elements
of
the
Chow
group
are
formed
out
of
subvarieties
(so-called
algebraic
cycles)
in
a
similar
way
to
how
simplicial
or
cellular
homology
groups
are
formed
out
of
subcomplexes.
意味（1）
(mathematics)
The
Chow
groups
of
an
algebraic
variety
over
any
field
are
algebro-geometric
analogs
of
the
homology
of
a
topological
space.
The
elements
of
the
Chow
group
are
formed
out
of
subvarieties
(so-called
algebraic
cycles)
in
a
similar
way
to
how
simplicial
or
cellular
homology
groups
are
formed
out
of
subcomplexes.
復習用の問題
正解を見る
(mathematics) The Chow groups of an algebraic variety over any field are algebro-geometric analogs of the homology of a topological space. The elements of the Chow group are formed out of subvarieties (so-called algebraic cycles) in a similar way to how simplicial or cellular homology groups are formed out of subcomplexes.
The Chow group is a fundamental concept in algebraic geometry.
正解を見る
The Chow group is a fundamental concept in algebraic geometry.
English Dictionary
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