“Razieh Vahed Dehkordi”

Tel:  (+98-311) 7934607
Fax:  (+98-311) 7934607
Email: 

IPM Positions

Resident Researcher, School of Mathematics
(2019 - Present
(Resident in Isfahan from March 21))

Past IPM Positions

Non Resident Researcher (non-resident), School of Mathematics
(2017 - 2019)
(till March 20, 2019 )
Post-Doctoral Research Fellow, School of Mathematics
(2015 - 2017)
(From September 22- in IPM-Isfahan Branch till February 18, 2017 )

Non Resident Researcher (non-resident), School of Mathematics
(2014 - 2015)
(till September 22 )

Student Researcher (non-resident), School of Mathematics
(2011 - 2013)


Non IPM Affiliations

Assistant Professor of The Mathematics and Computer, Khansar Department

Related Papers

1. J. Asadollahi and R. Vahed (Joint with S. Hemat)
Gorenstein flat phantom morphisms
Comm. Algebra (Publishied) [abstract]
2. J. Asadollahi, R. Hafezi and R. Vahed
Derived equivalences of functor categories
J. Pure Appl. Algebra 223 (2019), 1073-1096  [abstract]
3. J. Asadollahi, R. Hafezi and R. Vahed (Joint with N. Asadollahi)
Auslander's formula: Variations and applications
Kyoto J. Math. (Accepted) [abstract]
4. R. Hafezi and R. Vahed (Joint with H. Asashiba)
Gorenstein versions of covering techniques for linear categories and their applications
J. Algebra 507 (2018), 320-361  [abstract]
5. J. Asadollahi, R. Hafezi and R. Vahed (Joint with P. Bahiraei)
Sheaves over infinite posets
J. Algebra Appl. 16 (2017), # 25 Pages  [abstract]
6. J. Aadollahi, R. Hafezi and R. Vahed (Joint with P. Bahiraei)
On relative derived categories
Comm. Algebra 44 (2016), 5454-5477  [abstract]
7. J. Asadollahi, R. Hafezi and R. Vahed
On the recollement of fuctor categories
Appl. Categor. Struct. (2015), DOI: 10.1007/s10485-015-9399-6  [abstract]
8. J. Asadollahi, R. Hafezi and R. Vahed
Bounded derived categories of inifinte qivers: Grothendieck duality, reflection functor
Canad. J. Math 67 (2015), 28-54  [abstract]
9. Sh. Salarian and R. Vahed
Specifying the Auslander-Reiten translation for complexes of modules
Forum Math. (Accepted) [abstract]
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