Proceedings of the conference on algebra, Timişoara, Romania, June 4--7, 1986. (Q2721225)

The articles of this volume will not be indexed individually.NEWLINENEWLINENEWLINE Contents: Alexandru Brezuleanu and Cristodor Ionescu, ``Good'' Noetherian rings (pp.\ 1-4); Vlad Boicescu, Axled Lukasiewicz-Moisil algebras (pp. 5-6); Mihai Cipu, Computer algebra---a research field of growing interest (pp.\ 7-10); I. Corovei, Relations between the homomorphisms of \((m+1)\)-semigroups and the homomorphisms of their \((n+1)\)-ary extensions (pp. 11-16); Dan Daianu, Projective limits in the \(a\)-category of groups (pp. 17-20); Dan Daianu and Nicolae Boja, Isotone correspondences (pp. 21-24); Dan Daianu and Bela Rendi, The \(a\)-category of lattices (pp. 25-28); Anca-Dana Dragomir, Examples of exact categories with Serre class and Euler-Poincare mapping (pp. 29-32); A. Dragomir and P. Dragomir, Formulas of the Bjerhammer type for the generalized inverse of an arbitrary matrix (pp. 33-36); Sever S. Dragomir, Congruences and inequalities of Chebyshev type (pp.\ 37-40); Gh. Farcas, Definition des demi-treillis par \(2500\) systemes d'axiomes (pp. 41-44); George Georgescu and Ioana Voiculescu, Representations of normal algebras (pp. 45-46); Marin Gutan, Simplifiable cyclic semihypergroups (pp. 47-50); Afrodita Iorgulescu, \((1+0)\)-valued Lukasiewicz-Moisil and Post algebras (pp.\ 51-54); Ion D. Ion and Constantin Nita, Ultraproducts of rings of fractions (pp. 55-59); Gh. Ivan, Finite quasisolvable groups (pp. 60-65); S. C. Nistor and I. Tofan, A functorial characterization of categories of modules in an \(\omega\)-topos (Romanian) (pp. 66-69); L. Panaitopol and D. Stefanescu, Factorization criteria for polynomials (pp. 70-73); Nicolae Radu, The contribution of Dan Barbilian to Galois theory (Romanian) (pp. 74-76); Mihaela Raduica, Hypostases de l'algèbre Bose-Mesner (pp. 77-80); Emil Schwab, Uber einen durch regulare Einheiten definierten Funktor im Falle der inversen Kategorien (pp. 81-84); Radu Ursianu, Non-Noetherian Laskerian rings (Romanian) (pp. 85-87).