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math0012158.6
(Q3684)
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math0012158.6
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Statements
defining formula
a
=
res
t
1
(
(
δ
2
i
′
−
i
+
1
2
δ
i
′
2
)
(
t
1
)
δ
i
′
(
t
1
)
2
d
t
1
)
∈
K
0
{\displaystyle a=\operatorname {res} _{t_{1}}{\left({\frac {(\delta _{2i}^{\prime }-{\frac {i+1}{2}}{\delta _{i}^{\prime }}^{2})(t_{1})}{{\delta _{i}^{\prime }(t_{1})}^{2}}}dt_{1}\right)}\in K_{0}}
0 references
in defining formula
m
{\displaystyle m}
symbol represents (string)
minimal integer
0 references
K
{\displaystyle K}
symbol represents
character
0 references
i
{\displaystyle i}
symbol represents
index
0 references
δ
i
′
{\displaystyle \delta _{i}^{\prime }}
symbol represents (string)
Linear Map
0 references
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
Sitelinks
⧼wikibase-sitelinks-mathematics⧽
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