Properties of composite positive continuous functions in Cn

Abstract

The properties of positive continuous functions with Qnb and Q are investigated. We prove that some composite functions with Q belong to class Qnb. A relation between functions with these classes are established.

Authors and Affiliations

A. Bandura

Keywords

Related Articles

Advancement on the study of growth analysis of differential polynomial and differential monomial in the light of slowly increasing functions

Study of the growth analysis of entire or meromorphic functions has generally been done through their Nevanlinna's characteristic function in comparison with those of exponential function. But if one is interested to com...

On Feller semigroup generated by solution of nonlocal parabolic conjugation problem

The paper deals with the problem of construction of Feller semigroup for one-dimensional inhomogeneous diffusion processes with membrane placed at a point whose position on the real line is determined by a given function...

$\omega$-Euclidean domain and Laurent series

It is proved that a commutative domain $R$ is $\omega$-Euclidean if and only if the ring of formal Laurent series over $R$ is $\omega$-Euclidean domain. It is also proved that every singular matrice over ring of formal L...

On convergence (2,1,...,1)-periodic branched continued fraction of the special form

(2,1,...,1)-periodic branched continued fraction of the special form is defined. Conditions of convergence are established for 2-periodic continued fraction and (2,1,...,1)-periodic branched continued fraction of the spe...

An inverse problem for a 2D parabolic equation with nonlocal overdetermination condition N. Ye. Kinash

We consider an inverse problem of identifying the time-dependent coefficient $a(t)$ in a two-dimensional parabolic equation: $$u_t=a(t)\Delta u+b_1(x,y,t)u_x+b_2(x,y,t)u_y+c(x,y,t)u+f(x,y,t),\,(x,y,t)\in Q_T,$$ with the...

Download PDF file
  • EP ID EP541696
  • DOI 10.15330/cmp.7.2.137-147
  • Views 66
  • Downloads 0

How To Cite

A. Bandura (2015). Properties of composite positive continuous functions in Cn. Карпатські математичні публікації, 7(2), 137-147. https://europub.co.uk/articles/-A-541696