Factorial analogue of the local quasi-duo domain (in Ukrainian)
Journal: Matematychni Studii (Vol.35, No. 1)Publication Date: 2011-01-01
Authors : Vasyunyk I. S.; Zabavsky B. V.;
Page : 74-77
Keywords : ideal of ring; right Bezout domain;
Abstract
Its shown that if the R?quasi-duo the right Bezout domain, with the unique maximally non-principal N ideal, then N is an ideal of ring. That is to say R is a factorial analogue of the local ring.
Other Latest Articles
- Approximation of classes $B^{\omega}_{p,\theta}$ of periodic functions of several variables by polynomials with spectrum from cubic areas (in Ukrainian)
- Existence of periodic travelling waves in systems of nonlinear oscillators on 2D-lattice (in Ukrainian)
- Subharmonic functions and electric fields in ball layers. II
- Three-term exponential asymptotic for the maximal term of an entire Dirichlet series (in Ukrainian)
- $ACL$ and differentiability of open discrete ring $(p,Q)$-mappings
Last modified: 2014-01-13 19:57:03