persymmetric

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1: 24.14 Sums

… ►These identities can be regarded as higher-order recurrences. Let $det[a_{r+s}]$ denote a Hankel (or persymmetric) determinant, that is, an $(n+1)\times (n+1)$ determinant with element $a_{r+s}$ in row $r$ and column $s$ for $r,s=0,1,\mathrm{\dots },n$. …