2024 : 11 : 21

Mohammad Zarrin

Academic rank: Associate Professor
ORCID:
Education: PhD.
ScopusId: 14421916000
HIndex:
Faculty: Faculty of Science
Address:
Phone:

Courses

Research activities

Journal Papers
Influence of the number of Sylow subgroups on solvability of finite groups Chimere Stanley Anabanti, Alexander Moreto, Mohammad Zarrin (2020)
ON THE NUMBER OF ISOMORPHISM CLASSES OF DERIVED SUBGROUPS Leyli Jafari Taghvasani, Soran Marzang, Mohammad Zarrin (2019)
On the set of same-size conjugate classes Nasimeh Ahmadkhah, Mohammad Zarrin (2019)
Generalizing Baer’s norm Mark Lewis, Mohammad Zarrin (2019)
Criteria for nilpotency of groups via partitions Leyli Jafari Taghvasani, Mohammad Zarrin (2018)
A Generalization of Neumann’s Question Nasimeh Ahmadkhah, Soran Marzang, Mohammad Zarrin (2018)
A characterization of A5 by its Same-order type Leyli Jafari Taghvasani, Mohammad Zarrin (2017)
A commutativity condition on subsets of rings Howard E. Bell, Mohammad Zarrin (2017)
SHEN'S CONJECTURE ON GROUPS WITH GIVEN SAME ORDER TYPE Leyli Jafari Taghvasani, Mohammad Zarrin (2017)
A commutativity property for rings Howard E. Bell, Mohammad Zarrin (2015)
GROUPS WITH FEW SOLVABLE SUBGROUPS Mohammad Zarrin (2013)
Non-subnormal subgroups of groups Mohammad Zarrin (2013)
Ensuring a Group is Weakly Nilpotent Mohammad Zarrin (2012)
Non-Nilpotent Graph of a Group Alireza Abdollahi, Mohammad Zarrin (2010)
On the Clique Numbers of Non-commuting Graphs of Certain Groups Alireza Abdollahi, Azizollah Azad, Aliakbar Mohammadi Hassanabadi, Mohammad Zarrin (2010)
B.H. NEUMANN'S QUESTION ON ENSURING COMMUTATIVITY OF FINITE GROUPS Alireza Abdollahi, Azizollah Azad, Aliakbar Mohammadi Hassanabadi, Mohammad Zarrin (2006)
Conference Papers
Speech
Theses

Research interests

  • Solvability and nilpotency criteria for groups
  • Combinatorial conditions on finite and infinite subsets of groups and rings
More

Students

  • نسیمه احمدخواه
    Name: Nasimeh Ahmadkhad
    AcademicLevel: PHD
    Field: Group theory
    Thesis:
  • خداد خرمشاهی
    Name: Khodadad Khoramshahi
    AcademicLevel: PHD
    Field: Group theory
    Thesis:
  • لیلی جعفری
    Name: Leili Jafari
    AcademicLevel: PHD
    Field: Group theory
    Thesis: The charactrization of some nilpotent and simple groups
More

Scientific Societies Membership

More

Image Gallery

عکس