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Payne type inequalities for Lp-norms of the warping functionsLet u(x, G) be a warping function of a multiply connected plane domain G. A new physical functional
D-gap functions and descent methods for a class of monotone equilibrium problemsWe consider a general class of monotone equilibrium problems, which involve nonsmooth convex
A combined relaxation method for a class of nonlinear variational inequalitiesIn this paper, we describe a class of combined relaxation methods for the non strictly monotone
Risk Aversion for Defining Elliptic Acceptance Sets in the Model of Generalized Coherent Risk Measures are exam-
ined. The class of elliptic cones is developed for representing individual preferences
On operator monotone and operator convex functions© 2016, Allerton Press, Inc.We establish monotonicity and convexity criteria for a continuous
Solution method for monotone mixed variational inequalitiesFor monotone mixed variational inequalities, a solution method is proposed that combines
On equivalent criteria for the boundedness of Hardy type operators on the cone of decreasing functions operators on the cone of decreasing functions. These criteria are then applied to realize the direct
An inverse function theorem on a cone in the neighborhood of an abnormal point continuously differentiable. Let x_0 in X. Let Ksubset X be a closed convex cone. We denote by C=F'(x_0)(K
30-year cone production dynamics in Siberian stone pine (Pinus sibirica) in the southern boreal zone: a causal interpretation the current reproductive function in Siberian stone pine. We monitored Siberian stone pine cone production
The unique solvability of a certain nonlocal nonlinear problem with a spatial operator strongly monotone with respect to the gradient characteristic of the solution. We prove the uniqueness of the solution in the class of vector-valued functions
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