Zariski compactness of minimal spectrum and flat compactness of maximal spectrum
Abolfazl Tarizadeh
TL;DR
This paper characterizes the conditions under which the minimal spectrum is Zariski compact and the maximal spectrum is flat compact, providing insights into their topological properties in algebraic geometry.
Contribution
It introduces new characterizations of Zariski compactness and flat compactness for minimal and maximal spectra respectively.
Findings
Zariski compactness of minimal spectrum characterized
Flat compactness of maximal spectrum characterized
Provides new topological insights into spectra
Abstract
In this article, Zariski compactness of the minimal spectrum and flat compactness of the maximal spectrum are characterized.
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