Develops computational tests for existence and uniqueness of representing measures $\mu$ in the Truncated Complex Moment Problem: $\gamma_{ij}=\int \bar z DEGREESiz DEGREESj\, d\mu$ $(0\1e i+j\1e 2n)$. This book expresses conditions for the existence of finitely atomic representing measures in terms
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Develops computational tests for existence and uniqueness of representing measures $\mu$ in the Truncated Complex Moment Problem: $\gamma_{ij}=\int \bar z DEGREESiz DEGREESj\, d\mu$ $(0\1e i+j\1e 2n)$. This book expresses conditions for the existence of finitely atomic representing measures in terms
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Add this copy of Flat Extensions of Positive Moment Matrices: to cart. $120.36, good condition, Sold by Bonita rated 4.0 out of 5 stars, ships from Newport Coast, CA, UNITED STATES, published 1998 by Amer Mathematical Society.
