Courses / ActivitiesHilbert genus field and Tame kernel of biquadratic field
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Let D be a subset of a number field F such that normalized valuations of its elements at all primes are even. In this talk, we will compute the order of D; for a biquadratic field F, we use the set D to construct the Hilbert genus field of F and elements of order 2 and 4 of the tame kernel of F.
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Qin Yue
2009-05-21
16:00:00 - 16:50:00
101 , Mathematics Research Center Building (ori. New Math. Bldg.)
Let D be a subset of a number field F such that normalized valuations of its elements at all primes are even. In this talk, we will compute the order of D; for a biquadratic field F, we use the set D to construct the Hilbert genus field of F and elements of order 2 and 4 of the tame kernel of F.