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On the Spectrum of Rings of Functions by Frisch, Sophie is a scholarly article available to read on EtoBox.

What is On the Spectrum of Rings of Functions about?

Let $D$ be a domain and $M$ a maximal ideal of $D$. The ring of integer-valued polynomials on a subset $E$ of $D$, as well as more general rings of functions from $E$ to $D$, can be viewed as subrings of the product $D^E=\prod_{e\in E}D$. We investigate which maximal ideals of $Int(E,D)$ (or any other subring of $D^E$) come from ultrapowers of the residue class ring $D/M$.

Author

Frisch, Sophie

Published

2016

Language

EN