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Homotopy classification of elliptic problems associated with discrete group actions on manifolds with boundary class of operators generated by pseudodifferential operators on M and shift operators associated
Representations of restricted Lie algebras and families of associative ℒ-algebras of characteristic p > 0. Given a linear function ξ on ℒ and a scalar λ ∈ K, we introduce an associative algebra Uξ
Rings Whose Every Right Ideal is a Finite Direct Sum of Automorphism-Invariant Right Ideals© 2020, Pleiades Publishing, Ltd. We study the rings R whose every right ideal is a finite direct
Minimal Proper Quasifields with Additional Conditions-fields
which are associative quasifields. A quasifield Q is said to be a minimal proper quasifield if any
Weakly regular modules over normal rings and the rings over which all modules are weakly regular. For an arbitrary right R-module M, we prove that every
Electron spin-lattice relaxation of Yb3+ and Gd3+ ions in glassesThe electron spin-lattice relaxation rate (T1 -1) was measured in two glass samples: (i) a
NMR study of the low temperature magnetic excitations in RBa2(Cu1 - YNiy)3O6 (R = Y, Tm)Cu(1) NQR, Cu(2) Zero Field NMR and Tm NMR spin-lattice relaxation data have been found quite
Idempotent Values of Commutators Involving Generalized Derivationsn the present article, we characterize generalized derivations and left multipliers of prime
rings
Regular semiartinian ringsWe study the structure of rings over which every right module is an essential extension of a
Rings Characterized via Some Classes of Almost-Injective Modules© 2020, Iranian Mathematical Society. In this paper, we study rings with the property that every
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