Tarbiat Moallem University
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Scientific Position:
Professor 
Address:

Mathematics Department, Tarbiat Moallem University ( formerly : Teacher Training University), 49 Mofateh Ave., Tehran 15614, Iran.

Phone:

+98-21-77507772

+98-261-4579600

Email:

doostih@saba.tmu.ac.ir

doostieh@yahoo.com

doostih@gmail.com

 

Personal Webpage:
Education
Ph.D.: St. Andrews University, Scotland, U.K. (1988).
M.Sc.: Mossaheb Institute of Mathematics, Tarbiat Moallem University, Tehran, Iran (1975).
B.Sc.: Tabriz University, Iran (1973).
Responsibilities
Head  of Mathematics Department (Tarbiat Moallem University) during the years 1992-1994 and 2002-2004.
Research Interests

Algebra (particularly: Combinatorial group  theory and semigroups)

Courses

BSc. courses: Linear algebra, Groups and Rings, Graph theory, Differential equations.

MSc. courses: Finite mathematics, Finite groups.

Ph.D. courses: Combinatorial group theory, Linear groups, Symmetric groups.

Selected Publications

 

  

                                                              PUBLICATIONS

 1. RESEARCH PAPERS

 2. TRASLATED BOOKS (in Persian)  and COMPILED  BOOKS

 3. SUPERVISING THE Ph.D. THESIS AND MSc. DESERTATIONS                                                   

 

                                                          1. RESEARCH PAPERS 

 

[1]      C. M. Campbell, H. Doostie and E. F. Robertson, Fibonacci length of generating pairs in groups, In: Application of Fibonacci Numbers, Vol. 3, 27-35, 1990. 

[2]      H. Doostie, The interesting classes of finite groups since 1976, Proc.  of 22nd  Anuual Iranian Mathematics Conference (Unive. of Ferdowsi Mashhad), 122-126, 1991.

[3]      H. Doostie ,  Non-metabelian soluble groups involving the Lucas numbers, J. Sci. Iran  3:1-2, 63-67, 1992.

[4]             H. Doostie  and A. R. Jamali,  A class of deficiency zero soluble groups of derived length 4, Proc. Royal Soc. Edinburgh, 121A, 163-168, 1992.

[5]      H. Doostie , On the proof of a conjecture, Proc.  of  24th Annual Iranian Mathematics Conference, ( Unive. of Shahid Beheshti), 112-117, 1993.

 

[6]       H. Doostie , Generalized Fibonacci length, Proc.  of  27th  Annual Iranians Mathematics Conference, 1996.

[7]      H. Doostie , Two classes of one-relator product of semigroups, Proc. of 28th Anual Iranian Mathematics Conference, (Tabriz Univ.), 153-158, 1997.

[8]      H. Doostie ,  An Identitifaction property in semigroups, Proc. of  28th  Annual Iranians Mathematics Conference, (Tabriz  Univ.),  213-219, 1997.

[9]       H. Doostie and  M. Hashemi, Two questions on the symmetric properties of semigroups, Proc. of  30th Annual Iranian   Mathematics Conference, 1999.

[10]     H. Doostie and C. M. Campbell, Fibonacci length of automorphism groups involving the Tribonacci   numbers, Vietnam  J. of  Math. 28, 57-65, 2000.

[11]     H. Doostie and R. Golami, Computing on the Fibonacci length of finite groups, Internat. J. Appl. Math. 4:2, 149-156, 2000.

[12]      C.M.Campbell, P.P.Campbell, H. Doostie and E.F.Robertson, On the Fibonacci length of powers of dihedral groups, In: Applcation of Fibonacci Numbers  9, 69-75, 2000.

[13]      H. Doostie , R.Golami and R.M. Thomas, Certain extensions of (l,m,n,k)-groups, Southeast Asian Bull. of  Math. 27: 1, 21-34, 2003. 

[14]      C.M.Campbell, P.P.Campbell, H. Doostie and E.F.Robertson, Fibonacci length for certain metacyclic groups, Algebra Colloquium 11:2, 215-229, 2004.

[15]      H. Doostie and M. Maghasedi, Fibonacci length of direct product of groups, Vietnam J. of Math. 33:2, 189-197, 2005.

[16]      H. Doostie and M. Maghasedi, On the Fibonacci length of symmetric groups, Internat. Rev. Pure Appl. Math., 1:2, 155-163, 2005.

[17]       H. Doostie and M. Hashemi, On the n-permutation property in semigroups and categories, Fareast J. of  Mathematical Sciences  19:2, 2005.

[18]      H. Doostie and M. Maghasedi, On the group Aut(Sn), Proc. 36th Annual Iranians Mathematics Conference, 2005.

[19]       H. Doostie and M. Hashemi, Fibonacci lengths involving the Wall number k(n), J. Appl. Math. and  Computing  20:1-2, 171-180, 2006.

[20]       H. Doostie and L. Pourfaraj, On the minimal ideals of commuting regular rings and semigroups, Internat. J. of  Appl. Mathematics , 19:2, 201-216,  2006.

[21]       H. Doostie and P.P.Campbell, On the commutator lengths of finitely presented groups, Internat. J. of  Mathematics and Mathematical Sciences (IJMMS), Vol. 2006

[22]       H. Doostie  and A.T. Adnani, Fibonacci length of certain nilpotent 2-groups, Acta Mathematica Sinica, 23, No. 5, 879-884, 2007. 

[23]       H. Doostie  and M. Hashemi, An application of the Fibonacci length, Internat. Mathematical Forum 2:27, 2007. 

[24]       M. Hashemi and H. Doostie, An application of the Fibonacci lengths on graphs, Korean Annals of Math., 24, 49-56, (2007).

[25]       H. Doostie  and L. Pourfaraj, Finite rings and Loop rings involving the commuting regular elements, Internat. Mathematical Forum 2:52, 2579-2586, 2007. 

[26]       M. Azadi, H. Doostie  and L. Pourfaraj, Certain rings and semigroups examining the regularity property, J.  Mathematics, Statistics and Alleid Fields, 2:1, 1-6, 2008.

[27]       H. Doostie and M. Maghasedi, Certain classes of groups with commutativity degree < 0.5Ars  Combinatoria,  89, 263-270, (2008).

[28]       A. Sadeghieh and H. Doostie, The n-th roots of elements in finite groups, Mathematical Sciences (Quarterly Journal) 2:4, 347-356, (2008).

[29]       K. Ahmadidelir, C.M.Campbell and H. Doostie  , Two classes of finit semigroups and monoids involving Lucas numbers, Semigroup Forum, 78:2, 200-209, (2009).

[30]       H. Doostie and A. Sadeghieh, On the identification of subsemigroups of Transformation semigrous, J. of Mathematical Sciences: Advances& Applications 2:2, 245-256, 2009.

[31]       H. Doostie ,  and K. Ahmadidelir, A class of Z-metacyclic groups involving Lucas numbers, Novi-Sad J. of Math., 39:1, 21-29, 2009.

[32]       A. Sadeghieh and H. Doostie, Fibonacci length and the nth-root elements of Hamiltonian groups, Internat. Mathematical Forum, 4:39, 1923-1938, 2009.

[33]        A. Sadeghieh and H. Doostie, Non-abelian sequenceable groups involving a-covers, J. of Sciences I.R.Iran, 20(3), 277-282, 2009. 

[34]       H. Abdolzadeh, M. Azadi and H. Doostie, A subgroup involvment of Fibonacci length, J. of Appl. Math. and Computings, 32, 382-392, 2010.

[35]       K. Ahmadidelir, C.M.Campbell and H. Doostie, Almost commutative semigroups, Algebra Colloquium, (2010) (To appear).

[36]     A. Arjomandfar and H. Doostie, Proving the efficiency of pro-2-groups of fixed coclasses, Bull. of Iranian Mathematical Soc., (2010) (To appear).

[37]     A. Arjomandfar, C.M. Campbell and H. Doostie, Two classes of finite non-abelian p-sums semigroups, Semigroup Forum, (2010) (To appear).

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                        2. TRASLATED BOOKS (in Persian)  and COMPILED BOOKS

معادلات ديفرانسيل معمولي                        ترجمه                       انتشارات علوي                            1362

مباني كامبيوتر شيمي                               تاليف                        انتشارات دانشكاه بيام نور               1365

جبر به روش تمرين جلد 1-2-3                 ترجمه                       انتشارات مبتكران                          1371

مباني رياضيات                                      تاليف                       انتشارات دانشكاه تربيت معلم تهران    1375 

مباني و كاربرد كامبيوتر در شيمي              تاليف                       انتشارات مبتكران                           1376

مبتني رياضيات به روش تمرين                 تاليف                       انتشارات مبتكران                           1376

جبر دانشكاهي                                       تاليف                       انتشارات مبتكران                           1379

نظريه كراف و كاربردهاي أن                    تاليف                       انتشارات مبتكران                          1384

جبر به روش تمرين جلدهای 4 و5 و 6         ترجمه                      انتشارات مبتكران                          1384

مقدمه اي بر معادلات ديفرانسيل                 تاليف                       انتشارات روشنكران                       1386

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 3.1. Ph.D. THESIS

1. Generalization of (l,m|n,k)-groups and their applications. Islamic Azad University, Research  and Science Branch, Tehran, Iran. (2001),( Rahmat Golami).

2.  Numerical computations in finite groups. Islamic Azad University, Research and Sciene Branch, Tehran, Iran, (2005), (Mohammad Maghasedi).

3.  Fibonacci lengths of finite nilpotent groups.  Islamic Azad University, Research and Science Branch, Tehran, Iran. (2005), (Amir Tabatabaie Adnani).

4.  Certain combinatorial results on the algebraic structures. Tarbiat Moallem University, Tehran, Iran. (2005), (Mansoor Hashemi).

5.  On the minimal ideals of commuting regular rings and semigroups. Islamic Azad  University, Research and Science Branch, Tehran, Iran. (2007), ( Lotfalah Pourfaraj).

6.  Computing in p-groups. Islamic Azad University, Research and Science Branch, Tehran, Iran. (2008), (Mehrdad Azadi).

7.  On the order of elements in algebraic structures. Islamic Azad University, Research and Science Branch, Tehran, Iran. (2009), (Karim Ahmadidelir).

8.  Probabilistic aspects on the algebraic structures. Islamic Azad University, Research and Science Branch, Tehran, Iran. (2009), (Ali Sadeghieh).

 9.  3-generated and 3-related groups and semigroups. Islamic Azad University, Research and Science Branch, Tehran, Iran. (2010), (Abbas Arjomandfar).

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3.2.  MSc. DESERTATIONS

1.  Classes of deficiency zero groups related to (2,n)-groups. Tarbiat Moallem University, Tehran Iran. (1990), (Jamal Safar-e-Ardabili).

2. Symmetrically presented groups. Islamic Azad University, Tehran North Branch. (1992), (Azim Niknehad).

3.  On a conjecture about the deficiency zero groups F^a,b,c. Tarbiat Moallem University, Tehran, Iran. (1992), (Morteza Gorzinnejad). 

4. Deficiency zero groups involving the Lucas numbers. Islamic Azad University, Tehran North Branch. (1993), (Shahyar Pakdaman). 

5. An Algorithm for |G'/G''|. Islamic Azad University,  Tehran North Branch. (1993), (Shahram Najafzadeh).

6. Derivation and integration in the free group-rings. Islamic Azad University, Tehran North Branch. (1993), (Ghasem Teymouri).

7. The Schur Multiplier. Tarbiat Moallem University, Tehran, Iran. (1993), (Mahmoud Karimi-e-Hosseini).

8. The Fibonacci length of metacyclic groups. Tarbiat Moallem University, Tehran, Iran. (1994), (Hamid Bagheri).

9. A class of symmetrically presented groups. Tarbiat Moallem University, Tehran, Iran. (1997), (Abbas Moeeni-e-Rad).

10. Automorphisms of a finite group. Tarbiat Moallem University, Tehran, Iran. (1997), (Mehrdad Akbarin).

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soheili@tmu.ac.ir    Tel: (+98261) 4575011-13    Fax:  (+98261) 4575012