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Complex interpolation of the predual of Morrey spaces over measure spaces to be the preduals of Morrey spaces, are closed under the first and the second complex interpolation method
A Refinement of the Adams Theorem on the Riesz PotentialThe goal of this note is to consider the application of the complex interpolation space of Morrey
Complex interpolation of various subspaces of Morrey spacesIn this article, we discuss the complex interpolation of various closed subspaces of Morrey spaces
Estimate of the Norm of the Hermite—Fejér Interpolation Operator in Sobolev Spaces© 2019, Pleiades Publishing, Ltd. Upper bounds for the norms of Hermite—Fejér interpolation
Generalized interpolating polynomial operator An of fractional integration, Lagrange interpolation polynomial, the properties of fractional differentiation
UAV Trajectory Tracking Based on Local Interpolating Splines and Optimal Choice of Knots choice of knots of the interpolating spline. As examples, we use typical second-order curves: ellipses
Marcinkiewicz-type interpolation theorem for Morrey-type spaces and its corollaries their properties. We prove a Marcinkiewicz-type interpolation theorem for such spaces. This theorem is then applied
Generalized interpolating polynomial operator An of fractional integration, Lagrange interpolation polynomial, the properties of fractional differentiation
Numerical Integration of Highly Oscillatory Functions with and without Stationary Points with a complex coefficient. The direct solution of the differential equation is based on the method
A Maple Implementation of the Finite Element Method for Solving Metastable State Problems for Systems of Second-Order Ordinary Differential Equations metastable states with complex eigenvalues of energy or to fi bound states with homogeneous boundary
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