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Global regularity in Orlicz-Morrey spaces of solutions to nondivergence elliptic equations with VMO coefficients generated by Calder´on-Zygmund operator and their commutators with BMO functions. The obtained estimates
On Boundary Value Problems for an Improperly Elliptic Equation in a Circle elliptic differential equation with complex coefficients. More detailed consideration is given to a model
Elliptic boundary value problems associated with isometric group actions value problems and shift operators acting on functions on the manifold and its boundary. Provided
Elliptic Equations with Translations of General Form in a Half-SpaceAbstract: We study the Dirichlet problem in a half-space for elliptic differential
Regularity in generalized Morrey spaces of solutions to higher order nondivergence elliptic equations with VMO coefficients and their commutators with BMO functions on generalized Morrey spaces. These obtained estimates are used to get
On boundary uniqueness theorems for a linear elliptic equation with constant coefficientsFor the solutions of an elliptic equation with constant coefficients, we prove uniqueness theorems
On uniqueness sets for an elliptic equation with constant coefficientsFor the solutions of the elliptic equation with constant coefficients, we prove a uniqueness
Calculation of SHG in periodically poled crystals by specifying a spatially periodic dependence of the quadratic nonlinearity in a single-domain crystal-nonlinearity parameter in the form of a 'small-scale' elliptic sine, whose half-period forms one domain
Rainman and Lieutenant Kizhe: Name in Second-Order Semiological SystemThe article sums up the analysis of quasi-names as a result of receptive distortion in the course
The Friedrichs Extension of Elliptic Operators with Conditions on Submanifolds of Arbitrary DimensionWe describe the Friedrichs extension of elliptic symmetric pseudodifferential operators on a closed
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