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Codimension of polynomial subspace in
Authors:Andrew G. Bakan
Affiliation:Institute of Mathematics, National Academy of Sciences of Ukraine, Tereschenkovskaja 3, Kyiv 01601, Ukraine
Abstract:A calculation formula is established for the codimension of the polynomial subspace in $L_2 ({mathbb{R}}, d mu)$ with discrete indeterminate measure $mu$. We clarify how much the masspoint of the $n$-canonical solution of an indeterminate Hamburger moment problem differs from the masspoint of the corresponding $N$-extremal solution at a given point of the real axis.

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