Normal Integral Bases and Embedding Problems.
Normal p-Complements and Irreducible Characters.
Normal polytopes, triangulations, and Koszul algebras.
Normal radicals
Normal radicals of endomorphism rings of free and projective modules
Normal rings and local ideals.
Normal smash products.
Normal structure of the adjoint group in the radical rings .
Normale Teilquasikörper eines Fastringes. Der Satz von Cartan-Brauer-Hua.
Normalizing extensions of semiprime rings.
Normalizing the cyclic modules of Connes.
Norms on semirings. I.
Note on Categories of Indecomposable Modules
Note on isomorphism theorems of hyperrings.
Note on pure-projectivity of modules
Note on strongly nil clean elements in rings
Let be an associative unital ring and let be a strongly nil clean element. We introduce a new idea for examining the properties of these elements. This approach allows us to generalize some results on nil clean and strongly nil clean rings. Also, using this technique many previous proofs can be significantly shortened. Some shorter proofs concerning nil clean elements in rings in general, and in matrix rings in particular, are presented, together with some generalizations of these results.
Note sur la méthode d'élimination de Bezout
Notes on commutative parasemifields
Parasemifields (i.e., commutative semirings whose multiplicative semigroups are groups) are considered in more detail. We show that if a parasemifield contains as a subparasemifield and is generated by , , as a semiring, then is (as a semiring) not finitely generated.
Notes on Galois extensions with inner Galois groups.
Notes on generalized prime and coprime modules. I.