A complete system of orthogonal step functions

A Complete Orthogonal System of Spheroidal Monogenics

Abstract: During the past few years considerable attention has been given to the role played by monogenic functions in approximation theory. The main goal of the present paper is to construct a complete orthogonal system of monogenic polynomials as solutions of the Riesz system over prolate spheroids in R. This will be done in the spaces of square integrable functions over R. As a first step to...

A Direct Method for Numerically Solving Integral Equations System Using Orthogonal Triangular Functions

Compositional inverses, complete mappings, orthogonal Latin squares and bent functions

We study compositional inverses of permutation polynomials, complete map-pings, mutually orthogonal Latin squares, and bent vectorial functions. Recently it was obtained in [33] the compositional inverses of linearized permutation binomials over finite fields. It was also noted in [29] that computing inverses of bijections of subspaces have applications in determining the compositional inverses...

a contrastive study of rhetorical functions of citation in iranian and international elt scopus journals

writing an academic article requires the researchers to provide support for their works by learning how to cite the works of others. various studies regarding the analysis of citation in m.a theses have been done, while little work has been done on comparison of citations among elt scopus journal articles, and so the dearth of research in this area demands for further investigation into citatio...

a study on construction of iranian life tables: the case study of modified brass logit system

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