Cubic, quartic and sextic Pólya fields

Author:

Leriche Amandine

Publisher

Elsevier BV

Subject

Algebra and Number Theory

Reference17 articles.

1. Sur le rang du 2-groupe de classes de Q[m,n] où m=2 ou un premier p≡1(mod4);Azizi;Trans. Amer. Math. Soc.,2001

2. The imaginary bicyclic biquadratic fields with class-number 1;Brown;J. Reine Angew. Math.,1974

3. Class number and ramification in number fields;Brumer;Nagoya Math. J.,1963

4. Integer-Valued Polynomials;Cahen,1997

5. Factorial groups and Pólya groups in Galoisian extensions of Q;Chabert,2003

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1. Large Pólya groups in simplest cubic fields and consecutive bi-quadratic fields;International Journal of Number Theory;2024-06-08

2. NON-PÓLYA FIELDS WITH LARGE PÓLYA GROUPS ARISING FROM LEHMER QUINTICS;Bulletin of the Australian Mathematical Society;2024-03-11

3. Non-Pólya bi-quadratic fields with an Euclidean ideal class;Journal of Number Theory;2024-03

4. Pólya fields and Kuroda/Kubota unit formula;Mathematics Open;2023-01

5. Totally real bi-quadratic fields with large Pólya groups;Research in Number Theory;2022-04-24

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