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Правосторонние резольвенты дискретных операторов взвешенного сдвига с матричными весами их норм. Right-side resolvents are constructed for discrete weighted shift operator
C*-Algebras Generated by Mappings. Classification of Invariant Subspaces*-algebra generated by a weighted shift operator. In the second case, the algebra has the irreducible finite
Спектральные свойства операторов взвешенного сдвига, порожденных линейными отображениями с условием Перрона необходимое и достаточное условие, при котором оператор B − λI односторонне обратим. Weighted shift
Об одном эллиптическом функционально-дифференциальном уравнении со сжатием weighted spaces on the plane were obtained. It is remarkable that the conditions depend on the weight
Two Linearized Schemes for One-Dimensional Time and Space Fractional Differential Equations types of fractional derivative operators of orders in the range of (Formula presented.). Two linearized
Sufficient Conditions of Solvability of a Functional Differential Equation with Orthotropic Contractions in Weighted Spaces of Kondrat’ev weighted spaces. The equation is considered in the real plane, it has constant coefficients
СПЕКТРАЛЬНЫЕ СВОЙСТВА ОПЕРАТОРОВ ВЗВЕШЕННОГО СДВИГА, ПОРОЖДЁННЫХ ОТОБРАЖЕНИЯМИ ТИПА МОРСА–СМЕЙЛА В ПРОСТРАНСТВАХ ВЕКТОР-ФУНКЦИЙSpectral Properties of Weighted Shift Operators Generated by a Morse- Type Display Smail in Spaces
On two-weight inequalities for Hausdorff operators of special kind in Lebesgue spaces for the boundedness for Hausdorff operators of special kind in weighted Lebesgue spaces. In particular, we get similar
Algebra Associated with a Map Inducing an Inverse Semigroup© 2019, Pleiades Publishing, Ltd. The algebra under study belongs to the class of operator algebras
Well-posed initial problem for parabolic differential-difference equations with shifts of time argument-posed in the Sobolev spaces with exponential weight. In terms of spectrum of operator of the problem, we obtain
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