Abstract
Given a collection of complex numbers $\gamma \equiv \{\gamma _{ij}\}\,\,\,(0\leq i+j\leq 2n,\,\,\,|i-j|\leq n)$ with $\gamma _{00}>0$ and $\gamma _{ji}=\bar{\gamma}_{ij},$ we consider the moment problem for $\gamma$ in the case of $n=2$, which is refered to Embry quartic moment problem. In this note we give a solution for the singular case.
Citation
Chunji LI. "The singular Embry quartic moment problem." Hokkaido Math. J. 34 (3) 655 - 666, October 2005. https://doi.org/10.14492/hokmj/1285766290
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