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Uniqueness theorem for linear elliptic equation of the second order with constant coefficients© 2017, Allerton Press, Inc.The interior uniqueness theorem for analytic functions was generalized
A Class of Special Empirical Processes of Independence for certain
classes of integrable functions
Difference equations related to majorization theorems via Montgomery identity and Green’s functions with application to the Shannon entropy(1):108, 2017). We obtain a generalized majorization theorem for the class of n-convex functions. We use Csiszár
The uniqueness theorems in the electromagnetic wave theory and quasi-periodical solutions of the periodical diffraction problems method is used. It is shown that the limited absorption principle is correct for the considered problems
Some limit theorems for independent random processes at random points in time and random elements defined by them distribution for these sums. Also we obtain an analog of the Donsker theorem and limit theorems for empirical
Inverse function theorem on a cone in the neighborhood of an abnormal pointInverse function theorem on a cone in the neighborhood of an abnormal point
Implicit function theorem and abnormal pointsImplicit function theorem and abnormal points
The Implicit Function Theorem and Abnormal PointsThe Implicit Function Theorem and Abnormal Points
Properties and Applications of the Distance Functions on Open Sets of the Euclidean Space of the corresponding sequences of distance functions from boundary as well as convergence almost everywhere
Kinetic Equations for Particle Clusters Differing in Shape and the H-theorem on the Boltzmann's H-theorem is investigated. The first, simplest kinetic equations are proposed
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