Ali Taherifar
Assistant professor
Yasouj University ,Department of Mathematics factualy of science
Degrees:
Ph.D. 2010 University of Chamran Ahvaz M.S. 2003 University of Chamran Ahvaz
B.S.1994 University of Esfahan
Selected research publication
[1]. Essential ideals in subrings of C(X) that contain C*(X), Filomat Journal, Accepted (2014).
[2].A characterization of Baer-ideals, Journal of algebraic systems, Accepted, (2014).
[3].Some generalizations and unifications of CK(X), C _{\side}(X) and C_{\infty}(X), Questiones Mathematicae, Accepted, (2014).
[4] .Intersections of essential minimal prime ideals. Comment.Math.Univ.Carolin. 55,1 (2014) 121–130.
[5]. Some new classes of topological spaces and annihilator ideals. Topology Appl. 165 (2014) 84–97.
[6]. When is a sum of annihilator ideals an annihilator ideal? Comm. Algebra. Accepted, (2014) (with G.F . Birkenmeier and M. Ghirati ).
[7].Intersections of essential (resp., free) maximal ideals Topology and its applications, 167(2014) 62-68 (with M.Ghirati ).
[8]. Relative zideals in commutative rings. Comm. algebra, 41(2013) 325-34 (with A.R.Alibad and F.Azarpanah).
[9].Relative z-ideals in C(X). Topology and its applications, 156 (2009) 1711–1717 (with F. Azarpamah).
Reviews for Zentralblat Math
[1]. A. Taherifar, On the multiplicativity of CFC-spaces(Zbl 1270.54013).
[2]. A. Taherifar, Sequential+ separable vs sequentially separable and another variation on selective separability (Zbl 1264.54045).
[3]. A. Taherifar, Zariski spaces of modules (Zbl 1273.13019).
[4]. A. Taherifar, C and C* among intermediate rings (Zbl pre06231085).
[5]. A. Taherifar, Comparing weak versions of separability (Zbl pre06237338).
[6]. A. Taherifar, A Note on F-spaces (Zbl pre06279945). |