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DLMF:10.50#Ex4
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MaRDI QID
Q4428
Label: DLMF:10.50#Ex4
Digital Library of Mathematical Functions ID
10.50#Ex4
π²
β‘
{
π
n
(
1
)
β‘
(
z
)
,
π
n
β‘
(
z
)
}
=
π²
β‘
{
π
n
(
2
)
β‘
(
z
)
,
π
n
β‘
(
z
)
}
=
-
1
2
β’
Ο
β’
z
-
2
.
Wronskian
spherical-Bessel-I-1
π
π§
spherical-Bessel-K
π
π§
Wronskian
spherical-Bessel-I-2
π
π§
spherical-Bessel-K
π
π§
1
2
π
superscript
π§
2
{\displaystyle{\displaystyle\mathscr{W}\left\{{\mathsf{i}^{(1)}_{n}}\left(z% \right),\mathsf{k}_{n}\left(z\right)\right\}=\mathscr{W}\left\{{\mathsf{i}^{(2% )}_{n}}\left(z\right),\mathsf{k}_{n}\left(z\right)\right\}\\ =-\tfrac{1}{2}\pi z^{-2}.}}
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