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Optical near-field scattering in a tip-sample system: A Green's function approach nanoparticle close to a dielectric planar interface is analytically calculated using a Green's function

Fundamental solutions of the equations of quantum mechanics as distributions and distinctive properties of the Dirac equation solutionsWe show that the causal Green's functions for interacting particles in external fields in both

HERMITE INTERPOLATION WITH GREEN FUNCTIONS AND POSITIVITY OF GENERAL LINEAR INEQUALITIES FOR n-CONVEX FUNCTIONS interpolation polynomials and Green functions. We also study positivity conditions of our stated inequalities

A Ritz's method based solution for the contact problem of a deformable rectangular plate on an elastic quarter-space this required three basic steps. The first step involved the study of Greens function describing the vertical

GENERALIZED STEFFENSEN'S INEQUALITY BY MONTGOMERY IDENTITIES AND GREEN FUNCTIONS + 1)-convex functions and exponentially convex functions.

Green Function of Quantum Particle Moving in Two-dimensional Annular PotentialIn this work, we present a new result which concerns the obtainment of the Green function relative

Sustainable, Oxidative, and Metal-Free Annulation towards selective C−H bond functionalization reactions. Metal-free oxidative annulation through

A note on positivity of two-dimensional differential operators)uxx +σu defined on functions on the half-plane ℝ+ × ℝ with the boundary condition u(0, x) = 0, x ε ℝ where

Bogoliubov's metric as a global characteristic of the family of metrics in the Hilbert algebra of observablesWe comparatively analyze a one-parameter family of bilinear complex functionals with the sense

Linear Inequalities via Extension of Montgomery Identity and Weighted Hermite-Hadamard Inequalities with and without Green Functions-Hadamard inequalities with and without Green functions in discrete and integral cases. © 2022, University of Nis. All

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