DOI: 10.22215/etd/2017-11742
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The Discriminant and Conductor of Bicyclic Quartic Fields

Abstract: Let K be a bicyclic field of degree 4 over Q given in the form K = Q(θ) whereThe discriminant d(K) and the conductor f (K) are explicitly determined in terms of A, B and C. ii Donald Rideout, my honours supervisor, H.E.A. Campbell, and my Master's supervisor, Ross Willard, for their crucial roles in my development as a mathematician.

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