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Green's function expansions in dyadic root functions for shielded layered waveguides - AbstractDyadic Green's functions for inhomogeneous parallel-plate waveguides are considered. The usual
Green's function expansions in dyadic root functions for shielded layered waveguidesDyadic Green's functions for inhomogeneous parallel-plate waveguides are considered. The usual
Estimates for integral means of hyperbolically convex functions functions in the disk behave like O(log-2(n)/n) as n → ∞ assuming that the image of the unit disk under
On holomorphic motions of n-symmetric functionsWe generalize a problem examined by Duren on the univalence of a family of n-symmetric functions
From graphs to keyed quantum hash functions© 2016, Pleiades Publishing, Ltd.We present two new constructions of quantum hash functions
Maximal Functions and the Dirichlet Problem in the Class of m-convex FunctionsIn this work, we introduce the concept of maximal m-convex (m cv) functions and we
solve
Hermite-hadamard type integral inequalities for convex functions and their applicationsHermite-hadamard type integral inequalities for convex functions and their applications
On monotonicity of ratios of some hypergeometric functions hypergeometric functions and were not proved from 1993. In this paper we prove some conjectures from [1
Fundamental solutions of two multidimensional elliptic equations equations. The solutions are written in explicit form via hypergeometric Gauss functions for λ = 0 and via
Investigating the derivatives of a composite function and the derivatives of the products of functions using the function’s componentsInvestigating the derivatives of a composite function and the derivatives of the products
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