‎Consider an estimation problem in a one-parameter non-regular distribution when both endpoints of the support depend on a single parameter‎. ‎In this paper‎, ‎we give sufficient conditions for a generalized Bayes estimator of a parametric function to be admissible‎. ‎Some examples are given‎. ‎

In this presentation a technique for constructing bent functions from plateaued functions is introduced. This generalizes earlier techniques for constructing bent from near-bent functions. Analysing the Fourier spectrum of quadratic functions we then can construct weakly regular as well as non-weakly regular bent functions both in even and odd dimension. This type of functions yield the first k...

in this article we study two different generalizations of von neumann regularity, namely strong topological regularity and weak regularity, in the banach algebra context. we show that both are hereditary properties and under certain assumptions, weak regularity implies strong topological regularity. then we consider strong topological regularity of certain concrete algebras. moreover we obtain ...

in this paper we construct antimagic labelings of the regular complete multipartite graphs and we also extend the construction to some families of regular graphs.

a 29-year-old housewife presented with abdominal pain and abnormal results on liver function tests (table 1). the patient was from a rural area (garmsar, iran) and there was no family history of a similar disease. her family owned various animals most notably jackals, dogs, and cats. the animals were not receiving regular veterinary check-ups, preventive care, or even vaccinations.

Abstract. In this work, we give combinatorial proofs for generating functions of two problems, i.e. flushed partitions and concave compositions of even length. We also give combinatorial interpretation of one problem posed by Sylvester involving flushed partitions and then prove it. For these purposes, we first describe an involution and use it to prove core identities. Using this involution wi...

This paper investigates critical configurations for projective reconstruction from multiple images taken by a camera moving in a straight line. Projective reconstruction refers to a determination of the 3D geometrical configuration of a set of 3D points and cameras, given only correspondences between points in the images. A configuration of points and cameras is critical if it can not be determ...

In this paper we focus on characterizing compact subsets of curves in R with regular derivatives. Namely, we give characterization of compact subsets of finite sums of disjoint finite-length curves with ω-continuous derivative and without selfintersections. Intuitively, our condition can be formulated as there exists a finite set of regular curves covering a compact set K iff every triple of po...

Background: Icosahedral clustering is characteristic of the many common “face-centered-cubic metals” on the nanoscale, either in liquid [1] and/or in solid form. As the surface-to-volume ratio of a growing solid icosahedral-cluster decreases, however, bulk-atoms typically re-arrange themselves into their space-filling fcc form, turning the cluster in to a coordinated-set of paired-crystal icosa...

A pseudolinear (respectively, rectilinear) drawing of a graph G is optimal if it has the smallest number of crossings among all pseudolinear (respectively, rectilinear) drawings of G. We show that the convex hull of every optimal pseudolinear drawing of the complete graph Kn is a triangle. This is closely related to the recently announced result that the convex hull of every optimal rectilinear...