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Uniform boundedness of Kantorovich operators in Morrey spacesIn this paper, the Kantorovich operators Kn, n∈ N are shown to be uniformly bounded in Morrey
Narrow orthogonally additive operators in lattice-normed spaces Banach–Kantorovich space V into a Banach space Y. Furthermore, every dominated Urysohn operator from V
Dominated operators from lattice-normed spaces to sequence Banach latticesAbstract. We show that every dominated linear operator from a Banach-Kantorovich space over
APPLICATION OF KANTOROVICH METHOD TO SIMULATION OF OPENED WAVEGUIDESThe work is dedicated to application of Kantorovich method to the solution of Maxwell's equations
Kantorovich and Galerkin-Type Methods for Modelling Quantum Tunneling of Composite Systems through BarriersKantorovich and Galerkin-Type Methods for Modelling Quantum Tunneling of Composite Systems through
Analytic calculations of the derivation of a system of partial differential equations for Kantorovich coefficient functionsSummary: "We consider application Kantorovich method to the solution of Maxwell's equations
The numerical-analytical implementation of the cross-sections method to the open waveguide transition of the "horn" type waveguide boundaries by introducing new variables and applying the Kantorovich method to the problem
Kantorovich’s Fixed Point Theorem in Metric Spaces and Coincidence Points metric space to itself. These theorems generalize the theorems of L. V. Kantorovich for smooth mappings
Numerical solution of elliptic boundary-value problems for Schrodinger-type equations using the Kantorovich method the Kantorovich method
Algorithms for solving the boundary-value problems for atomic trimers in collinear configuration using the Kantorovich method of the Kantorovich method using the expansion of the desired solutions over a set of angular basis functions
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