Quantizations of braided derivations. III: Modules with action by a group.
Remarks on derivations on semiprime rings.
Remarks on generalized derivations in prime and semiprime rings.
Right ideals and derivations on multilinear polynomials
Right Sided Ideals and Multilinear Polynomials with Derivation on Prime Rings
Rings of skew polynomials in algebraical approach to control theory
Semiprime rings with nilpotent Lie ring of inner derivations
We give an elementary and self-contained proof of the theorem which says that for a semiprime ring commutativity, Lie-nilpotency, and nilpotency of the Lie ring of inner derivations are equivalent conditions
Skew derivations and the nil and prime radicals
We examine when the nil and prime radicals of an algebra are stable under q-skew σ-derivations. We provide an example which shows that even if q is not a root of 1 or if δ and σ commute in characteristic 0, then the nil and prime radicals need not be δ-stable. However, when certain finiteness conditions are placed on δ or σ, then the nil and prime radicals are δ-stable.
Skew derivations of prime rings.
Some properties of prime near-rings with -derivation.
Some results for generalized Lie ideals in prime rings with derivation. II.
The Prime Spectrum of the Enveloping Algebra of a Reductive Lie Algebra.
Two results concerning symmetric bi-derivations on prime rings.
Vanishing power values of commutators with derivations.
Vanishing power values of commutators with derivations on prime rings.
Weitzenböck Derivations and Classical Invariant Theory: I. Poincaré Series
2000 Mathematics Subject Classification: 13N15, 13A50, 16W25.By using classical invariant theory approach, formulas for computation of the Poincaré series of the kernel of linear locally nilpotent derivations are found.
When is a multiplicative derivation additive?
Конечность по Ширшову над кольцами констант.
Некоммутативныя дифференциальная геометрия, связанныя с уравнением Янга-Бакстера
О дифференцированиях первичных колец положительной характеристики