IPM Positions

Post-Doctoral Research Fellow, School of Mathematics (2010 - 2016 (From March 21, 2010 till September 21, 2016))

Past IPM Positions

Student Researcher, School of Mathematics (2005 - 2010) (Until March 20 )

Related Papers

1.	M. Asgharzadeh and M. Tousi (Joint with M. Dorreh) Direct summands of infinite-dimensional polynomial rings J. Commut. Algebra (2017), DOI: 10.1216/JCA-2017-9-1-1  [abstract]

2.	M. Asgharzadeh and K. Divaani-Aazar (Joint with F. Zareh-Khoshchehreh) Gorenstein homology, relative pure homology and virtually Gorenstein rings J. Pure Appl. Algebra 218 (2014), 2356-2366  [abstract]

3.	M. Asgharzadeh and M. Tousi (Joint with M. Dorreh) Direct limits of Cohen-Macaulay rings J. Pure Appl. Algebra 218 (2014), 1730-1744  [abstract]

4.	M. Asgharzadeh and M. Tousi Grade of ideals with respect to torsion theories Comm. Algebra 41 (2013), 3224-3240  [abstract]

5.	M. Asgharzadeh (Joint with R. Bhattacharyya) Applications of closure operations on big Cohen-Macaulay algebras J. Algebra Appl. (Accepted) [abstract]

6.	M. Asgharzadeh (Joint with K. Shimimoto) Almost Cohen-Macaulay and almost regular algebras via almost flat extensions J. Commut. Algebra (Accepted) [abstract]

7.	M. Asgharzadeh and K. Divaani-Aazar A unified approach to formal local cohomology and local Tate cohomology Rocky Mountain J. Math. (Accepted) [abstract]

8.	M. Asgharzadeh and K. Divaani-Aazar Finiteness properties of formal local cohomology modules and Cohen-Macaulayness Comm. Algebra 39 (2011), 1082-1103  [abstract]

9.	M. Asgharzadeh Homological properties of the perfect and absolute integral closures of Noetherian domains Math. Ann. 348 (2010), 237-263  [abstract]

10.	M. Asgharzadeh and M. Tousi A unified approach to local cohomology modules using serre classes Canad. Math. Bull. 53 (2010), 577-586  [abstract]

11.	M. Asgharzadeh and M. Tousi Cohen-Macaulayness with respect to Serre classes Illinois Journal of Mathematics 53 (2009), 67-85  [abstract]

12.	M. Asgharzadeh, K. Divaani-Aazar and M. Tousi The finiteness dimension of local cohomology modules and its dual notion J. Pure Appl. Algebra 213 (2009), 321-328  [abstract]