Relative extrema of Legendre functions of the second kind
Let μk,n denote the relative maxima of ⋎Qn(x)⋎, the Legendre function of the second kind, ordered so that μk+1,n occurs to the left of μk,n. They by analogy with a theorem of Szegö for Legendre polynomials, μk,n+1<μk,n,k=1,...,n,n=1,2,...
Volume 131, 2021
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