Angell, I. O. (1971) The tabulation of complex cubic fields with units and class-numbers.
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The purpose of the work is to tabulate the cubic number fields with discriminants between -20,000 and 0; for each field there is given: the discriminant DIS; the coefficients A, B, C of a polynomial, a zero [theta] of which generates the field; the index of the polynomial over the field, INDEX; the fundamental unit of the field [equation] the class number H; the minimum ideal norm P, required in the search for the class number. The completed table, together with computer programs used in the calculations, and one program used for checking the discriminant values, are found in the appendix to the thesis. Also a note is given of the only seven fields in the above range whose class group is not cyclic.
This is a Accepted version This version's date is: 1971 This item is not peer reviewed
https://repository.royalholloway.ac.uk/items/04d9f754-7551-4c43-b7c5-c4d12583cc8f/1/
Deposited by () on 01-Feb-2017 in Royal Holloway Research Online.Last modified on 01-Feb-2017
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