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- COMPUTING RESIDUE CLASS RINGS AND PICARD GROUPS UNERS AND SEBASTIAN PAULI
- COMPUTING AUTOMORPHISMS OF ABELIAN NUMBER VINCENZO ACCIARO AND J
- CohenLenstra heuristics of quadratic number Etienne Fouvry1
- ASYMPTOTICS OF NUMBER FIELDS AND THE COHENLENSTRA HEURISTICS
- FACTORING POLYNOMIALS OVER GLOBAL FIELDS KARIM BELABAS, MARK VAN HOEIJ, JURGEN KLUNERS, AND ALLAN STEEL
- THE PARITY OF THE PERIOD OF THE CONTINUED FRACTION OF
- ON THE SPIEGELUNGSSATZ FOR THE 4RANK ETIENNE FOUVRY AND JURGEN KLUNERS
- A Polynomial with Galois Group SL 2 (11) Universitat Heidelberg, Im Neuenheimer Feld 368, 69120 Heidelberg, Germany
- A DATABASE FOR FIELD EXTENSIONS OF THE RATIONALS UNERS AND GUNTER MALLE
- Uber die Berechnung von Automorphismen und Teilk orpern
- J. Symbolic Computation (2000) 11, 1--23 Galois Group Computation for Rational Polynomials
- J. Symbolic Computation (2000) 11, 1--14 Computing Local Artin Maps, and Solvability of
- ON POLYNOMIAL DECOMPOSITIONS UNIVERSIT
- ALGORITHMS FOR FUNCTION FIELDS Abstract. Let K=Q(t) be a nite extension. We describe algorithms for
- COUNTING NILPOTENT GALOIS EXTENSIONS UNERS AND GUNTER MALLE
- Uber die Berechnung von Teilk orpern algebraischer Zahlk orper
- ON THE NEGATIVE PELL EQUATION ETIENNE FOUVRY AND JURGEN KLUNERS
- Explicit Galois realization of transitive groups of degree up to 15
- MINIMAL DISCRIMINANTS FOR FIELDS WITH SMALL FROBENIUS GROUPS AS GALOIS GROUPS
- ber die Asymptotik von Zahlkrpern mit vorgegebener Galoisgruppe
- A COUNTER EXAMPLE TO MALLE'S CONJECTURE ON THE ASYMPTOTICS OF DISCRIMINANTS
- J. Symbolic Computation (1996) 11, 1--000 On Computing Subfields
- ON COMPUTING SUBFIELDS --A DETAILED DESCRIPTION OF THE ALGORITHM
- THE NUMBER OF S 4 --FIELDS WITH GIVEN DISCRIMINANT Abstract. We prove that the number of quartic S 4 --extensions of the rationals
- Etienne Fouvry and Jurgen Kluners On the 4-rank of class groups of quadratic