Representation of linear mapping algebra for polynomial spaces into themselves by non-commutative series importance in the analysis. It is enough to mention the operators of the differentiation,
integration, shift
Functions of noncommuting operators under perturbation of class SpFunctions of
noncommuting operators under perturbation of class S
p Martindale rings and H-module algebras with invariant characteristic polynomialsUnder study is the category A of the possibly
noncommutative H-module algebras that are mapped
Arens-Michael envelopes, homological epimorphisms, and relatively quasifree algebrasOne of the leading ideas of
noncommutative geometry is to consider
noncommutative algebras
Photon propagation in noncommutative QED with constant external field external electric and magnetic fields in the context of the θ-expanded
noncommutative QED. We show
Функции от возмущённых пар некоммутирующих сжатийWe consider functions $f(T,R)$ of pairs of
noncommuting contractions on Hilbert space and study
Quaternionic analysis and algebrodynamics on the nonlinear generalization of the Cauchy-Riemann condition to
noncommutative algebras of quaternionic type
Vacuum quantum effects on Lie groups with bi-invariant metrics using the
noncommutative integration method for the field equations instead of separation of variables