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A014403
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Numbers found in denominators of expansion of Airy function Bi(x).
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2
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1, 1, 6, 4, 180, 168, 12960, 15120, 1710720, 2358720, 359251200, 566092800, 109930867200, 193603737600, 46170964224000, 89444926771200, 25486372251648000, 53666956062720000
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OFFSET
| 0,3
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COMMENTS
| Although the description is technically correct, this sequence is unsatisfactory because there are gaps in the series.
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LINKS
| NIST's Digital Library of Mathematical Functions, Airy and Related Functions (Maclaurin Series) by Frank W. J. Olver.
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EXAMPLE
| Mathematica gives the series as 1/(3^(1/6)*Gamma(2/3)) + 3^(1/6)*x/Gamma(1/3)) + x^3/(6*3^(1/6)*Gamma(2/3)) + x^4/(4*3^(5/6)*Gamma(1/3) + x^6/(180*3^(1/6)*Gamma(2/3) + x^7/(168*3^(5/6)*Gamma(1/3) + x^9/(12960*3^(1/6)*Gamma(2/3) + ...
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MATHEMATICA
| Series[ AiryBi[ x ], {x, 0, 30} ]
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CROSSREFS
| Cf. A014402.
Sequence in context: A112521 A192350 A109873 * A077181 A036481 A021610
Adjacent sequences: A014400 A014401 A014402 * A014404 A014405 A014406
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KEYWORD
| nonn
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AUTHOR
| N. J. A. Sloane (njas(AT)research.att.com).
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