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| Author(s) | Mitrea, Alexandru I. |
|---|
On the topological structure of the set of singularities for interpolatory product integration rules
This paper highlights the phenomenon of double condensation of singularities for interpolatory product integration rules, related to a class of projection operators (including Lagrange and Sturm-Liouville projections), associated to the Banach space of real continuous functions defined on a compact set in RR of positive measure.
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