On the indices of multiquadratic number fields
Attila Pethő, Michael E. Pohst (2012)
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We say that a field K has the Extension Property if every automorphism of K(X) extends to an automorphism of K. J.M. Gamboa and T. Recio [2] have introduced this concept, naive in appearance, because of its crucial role in the study of homogeneity conditions in spaces of orderings of functions fields. Gamboa [1] has studied several classes of fields with this property: Algebraic extensions of the field Q of rational numbers; euclidean, algebraically closed and pythagorean fields; fields...
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This paper presents a natural axiomatization of the real closed fields. It is universal and admits quantifier elimination.
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