最終更新日
：2023/09/04
p-adic ordinal
noun
(number
theory)
A
function
of
rational
numbers,
with
prime
number
p
as
parameter,
which
is
defined
for
some
non-zero
integer
x
as
the
largest
integer
r
such
that
pʳ
divides
x;
is
defined
for
some
non-zero
rational
number
a/b
as
the
p-adic
ordinal
of
a
minus
the
p-adic
ordinal
of
b;
and
is
defined
for
0
as
infinity.
意味（1）
(number
theory)
A
function
of
rational
numbers,
with
prime
number
p
as
parameter,
which
is
defined
for
some
non-zero
integer
x
as
the
largest
integer
r
such
that
pʳ
divides
x;
is
defined
for
some
non-zero
rational
number
a/b
as
the
p-adic
ordinal
of
a
minus
the
p-adic
ordinal
of
b;
and
is
defined
for
0
as
infinity.
復習用の問題
正解を見る
(number theory) A function of rational numbers, with prime number p as parameter, which is defined for some non-zero integer x as the largest integer r such that pʳ divides x; is defined for some non-zero rational number a/b as the p-adic ordinal of a minus the p-adic ordinal of b; and is defined for 0 as infinity.
The p-adic ordinal is an important concept in number theory.
正解を見る
The p-adic ordinal is an important concept in number theory.
English Dictionary
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