• Name and Family
    • h.behravesh
  • Degree
    • PHD
  • Academic Degree
    • Professor
  • Department
    • Department of Mathematics
  • E-mail:
 Short Bioghraphy           
         
     Research and Education Resume
رزومه فارسی
Journal Articles (23)
Conference Papers/Abstracts/Posters (8)
Research Projects (3)
   
  • Name and Family
  • h.behravesh
  • Degree
  • PHD
  • Academic Degree
  • Professor
  • Department
  • Department of Mathematics
  • E-mail:
  • h.behravesh@urmia.ac.ir
 
 
 
         
     Research and Education Resume

Journal Articles (23)

1-هوشنگ بهروش, 2015, Multivalued Rings,Journal of Mathematical Extension.

2-هوشنگ بهروش A. Borovik, 2012, A note on mutivalued groups,Ricereche mat, 61,2.

3-هوشنگ بهروش و محمد حسن عباسپور (دانشجوی دکتری), 2012, Quasi-permutation representations of some minimal non-abelian p-groups,Italian Journal of pure and Applied Mathematics.

4-M. H. Abbaspour and H. Behravesh, 2011, A note on quasi-permutation representations of groups with two character degrees,Rend. Circ. Math Palermo.

5-H. Behravesh and G. Gaffarzadeh, 2011, Minimal Degree of Faithful Quasi-permutation Representations of p-Groups,Algebra Colloquium.

6- 2011, Embeddinf of minimal non-abelian p-groups,Applied mathematics and Computation, 218,218.

7-M. H. Abbaspour, H. Behravesh and G. Gaffarzadeh, 2011, Embeddings of minimal non-abelian p-groups,Applied Mathematics and Computation.

8- 2010, Quasi-Permutation Representations of 2-Groups Satisfying the Hasse Principle,Ricerch mat.

9- 2009, A Note on P-Groups of Order ?P4,Proc.Indian Acad.Sci.(Math.Sci).

10- 2007, Quasi-Permutation Representations of Alternating and Symmetric Groups,Acta Mathematica Scientia.

11- 2007, Quasi-Permutation Representations of Groups Order 64,Turk J. math..

12- 2006, Characters and Quasi-Permutation Representations of Finite p-Groups with Few Non-Normal Subgroups,International Mathematical Forum.

13- 2005, Quasi-permutation representations of 2-groups of order <=32,Far East Journal Math. Sci. (FJMS).

14- 2004, Quasi-Permutation Representation of simple groups,Algebra, Geometry & Their Application.

15- 2004, Characters and Quasi-Permutation Representation of Wreathed 2-group,Far East J. Math. Sci.

16- 2003, Quasi-Permutation Representation of Sporadic Groups,Journal of Applied Algebra and Discrete Structuers.

17- 2003, Characters and Quasi-Permutation Representations of Nilpotent Groups G of Class 2 with Two Character Degrees,International Mathematical Journal.

18- 2003, Quasi-Permutation Representation of Fp,q,Vietnam J. of Math..

19- 2003, The Rational Character Table and Quasi-Permutation Representation of simple group GL(6,2),J. Sci. Ferdowsi Univ..

20- 2002, The Rational Character Tabke and Quasi-Permutations Representation of the Group PGL(2,q),Italian Journal of Pure and Applied Mathematics.

21- 2002, lim c(G)/r(G) for Simple Groups,Southeast Asian Bulletin of Mathematics.

22- 2001, Quasi-Permutation Representation of the Group GL2(q),Journal of Algebra.

23- 2000, Quasi-Permutation Representation of Metacyclic p-Groups With Non-Cyclic Center,South-east Asian Bulletin of Mathematics.
Conference Papers/Abstracts/Posters (8)

1- 1386, A Note on Groups of Order <=p4,اولین همایش منطقه ای ریاضی و فیزیک دانشگاههای آزاد.

2- 2015, Multivaluedgroups and rings,(3rd Biannual lntemationalG roup Theory Conference( 3BIGT, Mashhad,Iran.

3- 2003, Presentation and irreducible representations of metacyclic p-groups,workshop.

4- 2002, Quasi-Permutation Representation Fp,q,14th Algebra Seminar.

5- 2001, Quasi-permutation representation of 2-groups of class 2 with cyclic center,Group St. Andrews.

6- 2002, Quasi-Permutation Representation of Q-Elementary Groups with Two Character Degrees,33th Mathematics Conference.

7- 2007, Quasi-Permutation Representations of Finite Groups,سمینار جبر.

8- 2004, The Schur index of an Irreducible Character of a 2-Group,16th Algebra Seminar.
Research Projects (3)

1- 1388, A Survey on p-groups of order <=P4.

2- 1382, Quasi - permutation representation of metacyclic groups.

3- 1385, Quasi - permutation representations of groups of order 16, 32 and 64.