最終更新日
：2024/08/02
ordered integral domain
noun
(algebra)
An
integral
domain
which
has
a
subset
whose
elements
are
said
to
be
"positive",
such
that
this
subset
is
closed
under
addition,
closed
under
multiplication,
and
all
elements
of
the
integral
domain
satisfy
a
law
of
trichotomy;
namely,
that
either
that
element
is
in
the
said
subset,
or
it
is
the
zero
(additive
identity),
or
its
product
with
−1
(the
additive
inverse
of
the
multiplicative
identity)
belongs
to
the
said
subset.
意味（1）
(algebra)
An
integral
domain
which
has
a
subset
whose
elements
are
said
to
be
"positive",
such
that
this
subset
is
closed
under
addition,
closed
under
multiplication,
and
all
elements
of
the
integral
domain
satisfy
a
law
of
trichotomy;
namely,
that
either
that
element
is
in
the
said
subset,
or
it
is
the
zero
(additive
identity),
or
its
product
with
−1
(the
additive
inverse
of
the
multiplicative
identity)
belongs
to
the
said
subset.
復習用の問題
(algebra) An integral domain which has a subset whose elements are said to be positive
, such that this subset is closed under addition, closed under multiplication, and all elements of the integral domain satisfy a law of trichotomy; namely, that either that element is in the said subset, or it is the zero (additive identity), or its product with −1 (the additive inverse of the multiplicative identity) belongs to the said subset.
正解を見る
ordered integral domain
An ordered integral domain is a commutative ring with unity in which every non-zero element is either positive or negative.
正解を見る
An ordered integral domain is a commutative ring with unity in which every non-zero element is either positive or negative.
English Dictionary
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