Realisation de produits en couronne comme groupe de Galois de polynomes reciproques et construction de polynomes generiques
Realisierung endlicher Gruppen als Galoisgruppen.
Realizability and automatic realizability of Galois groups of order 32
This article provides necessary and sufficient conditions for each group of order 32 to be realizable as a Galois group over an arbitrary field. These conditions, given in terms of the number of square classes of the field and the triviality of specific elements in related Brauer groups, are used to derive a variety of automatic realizability results.
Realization of finitely generated profinite groups by maximal abelian extensions of fields.
Realizing dyadic factors of elementary type Witt rings and pro-2 Galois groups.
Recent results in hyperring and hyperfield theory.
Recent results in the theory of constant reductions
Recent work on differential Galois theory
Reciprocity in valued function fields.
Reducibility of a special symmetric form
Irreducibility over of a special symmetric form in a variables is proved for .
Reducibility of lacunary polynomials II
Reducibility of lacunary polynomials, III
Reducibility of lacunary polynomials, V
Reducibility of lacunary polynomials. X
Reducibility of lacunary polynomials, XI
Reducibility of lacunary polynomials XII
Reducibility of quadrinomials
Reducibility of Symmetric Polynomials
A necessary and sufficient condition is given for reducibility of a symmetric polynomial whose number of variables is large in comparison to degree.
Reducible lacunary polynomials
Reducible Linear Difference Operators