OEIS A00331: Coefficient of nu in the Rayleigh polynomial (index 2n) episode artwork

EPISODE · Sep 7, 2025 · 3 MIN

OEIS A00331: Coefficient of nu in the Rayleigh polynomial (index 2n)

from Intellectually Curious · host Mike Breault

We explore A00331, the OEIS entry listing the coefficient of nu in the Rayleigh polynomial of even index 2n. From the numbers 5, 14, 1026, 4324 onward, we see a growth that encodes a deep link to the zeros of the Bessel function. We outline how these coefficients are constructed via standard formulas (psi_on and phi_pn) and why this sequence helps connect pure number theory to applied physics through Bessel zeros. We’ll also touch the historical trail—from Sloan’s Handbook to modern references—and point to related sequences like A15861, illustrating how OEIS entries act as bridges between abstract math and real-world wave phenomena. Note:  This podcast was AI-generated, and sometimes AI can make mistakes.  Please double-check any critical information.Sponsored by Embersilk LLC

Episode metadata supplied by the publisher feed · Published Sep 7, 2025

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We explore A00331, the OEIS entry listing the coefficient of nu in the Rayleigh polynomial of even index 2n. From the numbers 5, 14, 1026, 4324 onward, we see a growth that encodes a deep link to the zeros of the Bessel function. We outline how these coefficients are constructed via standard formulas (psi_on and phi_pn) and why this sequence helps connect pure number theory to applied physics through Bessel zeros. We’ll also touch the historical trail—from Sloan’s Handbook to modern reference...

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OEIS A00331: Coefficient of nu in the Rayleigh polynomial (index 2n)

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