Complete ideals defined by sign conditions and the real spectrum of a two-dimensional local ring
Dean Alvis, Bernard Johnston, James Madden
Abstract
This paper is about the local geometry of a real surfaces. It introduces machinery for studying families of subsets which are determined by conditions which are similar to base conditions, but also involve positivity/non-negativity. The methods used are the real spectrum and Zariski's theory of complete ideals.
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