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Root of unity modulo n
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Mathematics
Fields of mathematics
Arithmetic
Modular arithmetic
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1970-01-01
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A
**
root of unity
**
modulo
\(
n
\) refers to an
integer
\(
k
\) such that \(
k
^
m
\equiv
1
\mod
n
\) for some positive
integer
\(
m \)
. In other
words
, \(
k
\) is
a
root of unity
if it raises to some
integer
power \(
m
\) and gives
a
result of
1
when taken
modulo
\(
n \)
.
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Modular arithmetic
Arithmetic
Fields of mathematics
Mathematics
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