The p-Monomial Basis Kernel on pseudoconvex Reinhardt domains depends continuously on p and obeys a Ramadanov-type theorem; explicit index sets and threshold exponents are computed for monomial polyhedra and used to study behavior under unions, intersections, and products.
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Stability of the Monomial Basis Kernel of Reinhardt domains
The p-Monomial Basis Kernel on pseudoconvex Reinhardt domains depends continuously on p and obeys a Ramadanov-type theorem; explicit index sets and threshold exponents are computed for monomial polyhedra and used to study behavior under unions, intersections, and products.