Further results on the real cubic truncated moment problem
Abdelaziz El Boukili, Amar Rhazi, Bouazza El Wahbi
TL;DR
This paper advances the understanding of the real cubic truncated moment problem by providing new results that enable a complete solution through minimal representing measures, supported by numerical examples.
Contribution
It introduces novel results that facilitate solving the real cubic truncated moment problem with a minimal measure approach, simplifying previous methods.
Findings
Complete solutions via minimal representing measures
New theoretical results for the cubic moment problem
Numerical examples demonstrating approach simplicity
Abstract
In this paper, we devote our interest to solving the real cubic truncated moment problem. We provide some results that allow to get a complete solution via a minimal representing measure. Some numerical examples are also presented to emphasize the simplicity of our approach.
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Taxonomy
TopicsNumerical methods for differential equations · Quantum chaos and dynamical systems · Fractional Differential Equations Solutions