Publication: On local uniformization of orderings.
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Publication Date
1994
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American Mathematical Society
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Abstract
“Let A be the coordinate ring of the real plane, i.e., A = R[X, Y ], where X, Y are algebraically independent over the field of real numbers R. The purpose of this paper is to
describe all the valuation rings of A which are compatible with some prime cone of A, i.e., to give a description of all the points of the real Riemann surface Sr(A/R). Furthermore, we explain the geometric meaning of these points and indicate the specialization relations among them.”
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Proceedings of the RAGSQUAD year, Berkeley, 1990-1991