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math0012158.15
(Q3693)
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math0012158.15
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Statements
defining formula
β
′
n
(
t
1
)
=
t
1
+
n
x
(
α
)
ζ
−
1
t
1
i
n
+
1
+
…
{\displaystyle {\beta ^{\prime }}^{n}(t_{1})=t_{1}+nx(\alpha )\zeta ^{-1}t_{1}^{in+1}+\ldots }
0 references
in defining formula
…
{\displaystyle \ldots }
symbol represents
ellipsis
0 references
m
{\displaystyle m}
symbol represents (string)
minimal integer
0 references
α
{\displaystyle \alpha }
symbol represents
endomorphism
0 references
ζ
{\displaystyle \zeta }
symbol represents (string)
Primitive nth root of unity
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i
{\displaystyle i}
symbol represents
index
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r
{\displaystyle r}
symbol represents (string)
residue modulus
0 references
n
{\displaystyle n}
symbol represents
degree
0 references
p
{\displaystyle p}
symbol represents
characteristic
0 references
β
{\displaystyle \beta }
symbol represents
automorphism
0 references
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