2023-01-28T07:25:24Z
https://oai.zbmath.org/v1/
oai:zbmath.org:2714127
0001-01-01T00:00:00
33
42
JFM
Müller, F., Dr. (Berlin)
Schläfli, L.
1876
2714127
German
Springer, Berlin/Heidelberg
https://zbmath.org/02714127
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Clebsch Ann. X, 137-142 (1876).
42C10; 33C10
On the convergence of the expansion of an arbitrary function \(f(x)\) in terms of the Bessel functions
\[
J^{a}(\beta x), \; J^{a}(\beta_{2}x), \; J^{a}(\beta_{3}x), \ldots ,
\]
where \(\beta_{1}, \beta_{2}, \beta_{3}, \ldots\) are the positive roots of the equation \(J^{a}(\beta) = 0\) .
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