<p>A criterion for the admissibility of a minimal monoid containing a given feasible set of multiindices is proved. In addition, an algorithm for constructing a convergence ring of a multidimensional complete field containing a given convergence set is proposed.</p>

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Construction of Convergence Rings of Multidimensional Complete Field

  • A. I. Madunts

摘要

A criterion for the admissibility of a minimal monoid containing a given feasible set of multiindices is proved. In addition, an algorithm for constructing a convergence ring of a multidimensional complete field containing a given convergence set is proposed.