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2005/08/23 | 割圆方程[Cyclotomic Equation]
类别(∑〖数学〗)
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(0)
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阅读(39)
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发表于 20:26
The equation
where solutions
are the
roots of unity
sometimes called
de Moivre numbers
.
Gauss
showed that the cyclotomic equation can be reduced to solving a series of
quadratic equations
whenever
is a
Fermat prime
. Wantzel (1836) subsequently showed that this condition is not only
sufficient
, but also
necessary
. An "irreducible" cyclotomic equation is an expression
of the form
where
is
prime
. Its
roots
satisfy
0
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