元となった辞書の項目
Lebesgue integral
IPA（発音記号）
名詞
可算名詞
定冠詞
単数形
単数形のみ
(mathematical
analysis,
singular
only,
definite
and
countable)
An
integral
which
has
more
general
application
than
that
of
the
Riemann
integral,
because
it
allows
the
region
of
integration
to
be
partitioned
into
not
just
intervals
but
any
measurable
sets
for
which
the
function
to
be
integrated
has
a
sufficiently
narrow
range.
(Formal
definitions
can
be
found
at
PlanetMath).
日本語の意味
ルベーグ積分：リーマン積分よりも広範な場合に適用可能な積分法であり、積分領域を単なる区間ではなく、測度可能な任意の集合に分割できるため、関数の値域が十分に限定される場合に積分が可能となる。
意味（1）
(mathematical
analysis,
singular
only,
definite
and
countable)
An
integral
which
has
more
general
application
than
that
of
the
Riemann
integral,
because
it
allows
the
region
of
integration
to
be
partitioned
into
not
just
intervals
but
any
measurable
sets
for
which
the
function
to
be
integrated
has
a
sufficiently
narrow
range.
(Formal
definitions
can
be
found
at
PlanetMath).
（ plural ）
