CURRICULUM VITAE

Name:Muhammad Shabir

Father Name:Atta Muhammad

Nationality:Pakistani

Marital Status:Married (with three children)

Present Address and Contact Information:

Department of Mathematics

Quaid-i-AzamUniversity

Islamabad, Pakistan.

Phone (Office) 051-90642179

(Home) 051-4437582

(Cell) 0333-5145908

E-mail:

Permanent Address: House No. 2016

Street No. 71

Sector I-10-1

Islamabad, Pakistan.

Present Position:Professor

Department of Mathematics

Quaid-i-AzamUniversity

Islamabad, Pakistan.

Education:

B. Sc. 1975-1977University of Punjab (Pakistan)

M. Sc. 1979-1981Quaid-i-Azam University (Pakistan)

M. Phil. 1982-1984 Quaid-i-Azam University (Pakistan)

Ph. D. 1996Quaid-i-AzamUniversity (Pakistan)

Field of Specialization:Mathematics (Algebra)

Areas of Research Interest:Rings, Modules, Semigroups, Semirings, Fuzzy structures.

Experience:

Professor: Quaid-i-Azam University 09-09-2011 to date.

Associate Professor: Quaid-i-Azam University 25-08-1999 to

08-09-2011

Assistant Professor: Govt. College Asghar Mall Rawal Pindi

29-05-1996 to 24-08-1999

Lecturer: Govt. College Asghar Mall Rawal Pindi

10-09-1988 to 29-05-1996

Lecturer: Govt. College G. T. Road Jehlum

17-05-1984 to 08-10-1988.

Membership of Professional Socities:

Pakistan Mathematical Socity

Thesis Supervision:

Ph. D. (at Q. A. U. Islamabad)

Sr. No. / Name of Student / Title of Thesis / Year of award
of degree
1 / Asghar Khan / On Fuzzy Ordered
Semigroups / 2010
2 / M. Irfan Ali / Some Contributions to
Soft Semigroups and related
structures / 2010
3 / Rukhshanda Anjum / Some studies in fuzzy
hemirings / 2011

Two scholars are writing Thesis.

Three others are working.

M. Phil. (at Q. A. U. Islamabad)

Sr. No. / Name of Student / Title of Thesis / Year of award
Of degree
1 / Imtiaz Ahmed / Seminear-Rings
characterized by the
properties of their ideals / 2001
2 / Muhammad
Munir / Bi-ideals in
Semirings / 2001
3 / M. Irfan Ali / Rings characterized
by their fuzzy
ideals / 2001
4 / Rukhshanda
Anjum / Semirings
Characterized by
Their fuzzy ideals / 2001
5 / Sajjad Ahmed / Fuzzy Seminear
Rings / 2002
6 / Mudassar Jalil / On Semimodules
Over Semirings / 2003
7 / Muhammad
Akram / The power
Semigroups of the
semigroups of
Order < 3 / 2003
8 / Asghar Khan / On one sided
prime ideals in
semigroups / 2003
9 / M. Sohail
Iqbal / One sided prime
ideals of Semirings / 2004
10 / Razia Sultana / Semirings
Characterized by
Their fuzzy bi-ideals
and fuzzy quasi-ideals / 2004
11 / Mumtaz
Hussain / Near Rings
Characterized by
their fuzzy ideals / 2004
12 / Imran Khan / Weakly Regular S-acts / 2005
13 / Naila Kanwal / Prime bi-ideals in
Semigroups / 2005
14 / Tahir
Mehmood / Principally
Projective Semirings / 2005
15 / Lubna
Shaheen / Quasi-projective
Semimodules / 2005
16 / Saqib
Hussain / Characterizations of
Semirngs by the
properties of their
p-ideals / 2005
17 / Fawad Hussain / On Bi-Semirings / 2006
18 / Sajida
Kousar / Multiplication
Semirings / 2006
19 / Nazli Sanam / Some properties of
non-commutativeMultiplication
Semigroups / 2006
20 / Mahwish Bano / Fuzzy prime bi-ideals
In semigroups / 2006
21 / Israr Ali Khan / Fuzzy Ordered
Semigroups / 2006
22 / Maliha Rashid / On Injective
Semimodules / 2007
23 / Mehmood
Hussan / On P-subsemimodules
of Semimodules
over a Semiring / 2007
24 / Imran Rasheed / Roughness in Semigroups / 2007
25 / Muhammad
Abrar / Semirings
characterized by
properties of their
fuzzy p-ideals / 2007
26 / Shahida Bashir / On prime ideals in
ternary semigroups / 2007
27 / Mehar Bano / Characterizations ofternary
semigroups by the properties
of their ideals / 2007
28 / Sara Aziz / On Ternary Semirings / 2007
29 / Nayyar
Mehmood / On Semi Hyperrings / 2007
30 / Mairaj Bi Bi / On generalized rough
ideals of Semigroups / 2008
31 / Muhammad
Shoaib Arif / On intuitionisticfuzzy ideals
and bi-ideals inSemigroups / 2008
32 / Yasir Nawaz / On (alpha,beta)-fuzzy
ideals in Semigroups / 2008
33 / Hammad Nafis / On intuitionistic fuzzy
ideals in ordered
semigroups / 2008
34 / Faiz Muhammad Khan / On interval valued fuzzy
congruences ofSemigroups / 2009
35 / Sidrah Ahmed / On Interval valued fuzzy
Semigroups / 2009
36 / Safeera Batool / On fuzzy S-acts / 2009
37 / Asad Ghafoor / On S-posets / 2009
38 / Rida-e-Zainab / Some studies in
fuzzy AG groupoids / 2009
39 / Shafaq Naz / Characteriztions of
AG groupoids by the
properties of their ideals / 2009
40 / Nadeem Safdar / Some studies in Soft
Semirings / 2009
41 / Nosheen Malik / On interval valued
fuzzy semirings / 2009
42 / Munazza
Naz / On fuzzy soft semigroups / 2010
43 / Shumaila
Irshad / Roughness in ordered
Semigroups / 2010
44 / Samina
Akhtar / Some Contributions in
Rough Semirings / 2010
45 / Javed
Hussain
Brohi / On generalizations of principally
Injective S-acts / 2010
46 / Alia Farooq / On (α, β)-fuzzy prime ideals in
Semigroups / 2010
47 / Aisha Siddiqa / On (α, β)-fuzzy prime ideals in
rings / 2010
48 / Maria Iftikhar / Hemirings Characterized by the
properties of their generalized
fuzzy ideals / 2010
49 / Adnan Kiyani / Characterizations of Semigroups
By the properties of their interval valued
Fuzzy ideals / 2010
50 / Noor Rehman / On Roughness in Ternary
Semigroups / 2011
51 / Imran Haider Qureshi / Generalized intuitionistic fuzzy
Ideals in Semigroups / 2011
52 / Ali Ahmad / On soft Ternary Semigroups / 2011
53 / Shujaat Ali Shah / Some contributions in
Г-Semigroups / 2011
54 / Afshan Niaz / On n-dimensional fuzzy ideals of
Semirings / 2011
55 / Muhammad Rafiq / Some contributions to
n-dimensional fuzzy ideals of
Semigroups / 2011
56 / Kalsoom Chishti / Some contributions in
Г-Semirings / 2011
57 / Majid Ali / On intuitionistic fuzzy ideals of
hemirings / 2011

Eight students are working.

Research Publications:

Published Papers:

  1. S. M. Yusuf, M. Shabir, Radical classes and semisimple classes for hemirings, Studia Scientiarum Mathematicarum 23 (1988) 231-235.
  2. J. Ahsan, M. F. Khan, M. Shabir, M. Takahashi, Characterizations of Monoids by p-injective and normal S-systems, Kobe J. Math., 8 (1991) 173-190.
  3. J. Ahsan, M. Shabir, Semirings with projective ideals, Mathematica Japonica, 38 (1993) 271-276.
  4. J. Ahsan, R. Latif, M. Shabir, Representations of weakly regular semirings by sections in a presheaf, Communications in Algebra, 21 (8) (1993) 2819-2835.
  5. J. Ahsan, M. F. Khan, M. Shabir, Characterizations of Monoids by the properties of their fuzzy subsystems, Fuzzy Sets and Systems, 56 (1993) 199-208.
  6. J. Ahsan, M. F. Khan, M. Shabir, N. Zaman, Rings characterized by their fuzzy submodules, Information Sciences, 74 (1993) 247-264.
  7. J. Ahsan, M. F. Khan, M. Shabir, N. Zaman, Rings characterized by their fuzzy submodules, Mohu Xitong yu Shuxue, 7 (1993) 86-92.
  8. J. Ahsan, M. Shabir, H. J. Weinert, Characterizations of semirings by p-injective and projective semimodules, Communications in Algebra, 26 (7) (1998) 2199-2209.
  9. I. Beg, M. Arshad, M. Shabir, Fuzzy almost linear Spaces, Atti Sem. Mat. Fis. Univ. Modena, XLVI (1998) 349-359.
  10. A. Khan, M. Shabir, M-projective Semimodules over semirings, Sarhad J. Agric., 17 (2001) 119-122.
  11. J. Ahsan, R. M. Latif, M. Shabir, Fuzzy quasi-ideals in Semigroups, J. Fuzzy Math., 9 (2001) 259-270.
  12. J. Ahsan, KuiYuan Li, M. Shabir, Semigroups characterized by their fuzzy bi-ideals, J. Fuzzy Math., 10 (2002) 441-449.
  13. M. Shabir, A. Ali, Samian Batool, A Note on quasi-ideals in Semirings, Southeast Asian Bull. Math., 27 (2004) 923-928.
  14. M. Shabir, Fully Fuzzy prime semigroups, International J. Math. Math. Sci. (2005) 163-168.
  15. M. Shabir, A. Khan, Fully prime semigroups, Int. J. Math. Anal. 1 (2006) no. 3, 261-268.
  16. M. Shabir, M. Hussain, R. Saeed, Fully Fuzzy idempotent Γ-nearrings, Int. J. Math. Anal. 3 (2006) no. 1, 19-37.
  17. J. Ahsan, K. Saifullah, M. Shabir, Fuzzy prime ideals of a semiring and fuzzy prime sub-semimodules of a semimodule over a semiring, New Mathematics and Natural computation, 2 (2006) 219-236.
  18. M. Shabir, M. Naeem Ahmed, On Fuzzy prime ideals of a BCK-Algebra, Southeast Asian Bull. Math., 30 (2006) 347-354.
  19. M. Shabir, M. Sohail Iqbal, One sided prime ideals in semirings, Kyungpook Math. J., 47 (2007) 473-480.
  20. M. Shabir, N. Kanwal, Prime bi-ideals of Semigroups, Southeast Asian Bull. Math., 31 (2007) 757-764.
  21. M. Shabir, I. Ahmed, Weakly regular Seminearrings, International Electronic Journal of Algebra, 2 (2007) 114-126.
  22. J. Ahsan, K. Saifullah, M. Shabir, Fuzzy prime and semiprime S-subacts over monoids, New Mathematics and Natural Computation, 3 (2007) 41-55.
  23. M. Shabir, A. Khan, Characterizations of ordered semigroups by the properties of their fuzzy generalized bi-ideals, New Mathematics and Natural Computation, 4 (2008) 237-250.
  24. M. Shabir, A. Khan, Fuzzy Filters in ordered semigroups, Lobachevskii Journal of Mathematics, 29 (2008) 82-89.
  25. M. Shabir, M. Irfan Ali, A. Khan, Rough S-acts, Lobachevskii Journal of Mathematics, 29 (2008) 98-109.
  26. M. Shabir, A. Khan, Intuitionistic fuzzy filters of ordered semigroups, J. Appl. Math. And Informatics, 26 (2008) 1071-1084.
  27. A. Khan, Y. B. Jun, M. Shabir, Fuzzy ideals in ordered semigroups I, Quasigroups and related systems, 16 (2008) 207-220.
  28. M. Shabir, Mehar Bano, Prime bi-ideals in ternary semigroups, Quasigroups and related systems, 16 (2008) 239-256.
  29. M. Shabir, I. A. Khan, Interval-valued fuzzy ideals generated by an interval vlued fuzzy subset in ordered semigroups, Mathware and soft computing, 15 (2008) 263-272.
  30. M. Shabir, Shahida Bashir, Prime ideals in ternary semigroups, Asian-European Journal of Mathematics, 2 (2009) 141-154.
  31. A. Khan, M. Shabir, (α, β)-fuzzy interior ideals in ordered semigroups, Lobachevskii J. of Mathematics, 30 (2009) 30-39.
  32. M. Irfan Ali, Feng Feng, X. Liu, W. K. Min, M. Shabir, On Some new operations in soft set theory, Computers and Mathematics with applications, 57 (2009) 1547-1553.
  33. W. A. Dudek, M. Shabir, M. Irfan Ali, (α, β)-fuzzy ideals of hemirings, Computers and Mathematics with applications, 58 (2009) 310-321.
  34. M. Shabir, Saqib Hussain, Semirings characterized by the properties of their p-ideals, Southeast Asian Bull. Maths., 33 (2009) 349-359.
  35. Y. B. Jun, A. Khan, M. Shabir, Ordered semigroups characterized by their (є, єvq)-fuzzy bi-ideals, Bull. Malays. Math. Sci. Soc., 32 (2009) 391-408.
  36. S. Bashir, M. Shabir, Prime left ideals in ternary semigroups, Journal of Advanced Research in Pure Mathematics, 1 (3) (2009) 1-13.
  37. M. Shabir, Y. Nawaz, Semigroups characterized by the properties of their anti fuzzy ideals, Journal of Advanced Research in Pure Mathematics, 1 (3) (2009) 42-59.
  38. S. Bashir, M. Shabir, Pure Ideals in ternary semigroups, Quasigroups and related systems, 17 (2009) 149-160.
  39. A. Khan, Y. B. Jun, M. Shabir, N-fuzzy quasi-ideals in ordered semigroups, Quasigroups and related systems, 17 (2009) 237-252.
  40. M. Shabir, A. Khan, Intuitionistic fuzzy interior ideals in ordered semigroups, J. Appl. Math & Informatics, 27 (2009) 1447-1457.
  41. M. Shabir, M. Irfan Ali, Soft ideals and generalized fuzzy ideals in semigroups, New Mathematics and Natural Computations, 5 (3) (2009) 599-615.
  42. A. Khan, Y. B. Jun, M. Shabir, N-fuzzy ideals in ordered semigroups, International Journal of Mathematics and Mathematical Sciences, 2009 (2009) Article ID 814861, 14 pages.
  43. M. Shabir, A. Khan, Ordered semigroups characterized by their intuitionistic fuzzy generalized bi-ideals, Mohu Xitong yu Shuxue, 23 (2009), 56-64.
  44. M. Shabir, Y. B. Jun, Y. Nawaz, Characterizations of regular semigroups by (α, β)-fuzzy ideals, Computers and Mathematics with Applications, 59 (2010) 161-175.
  45. M. Shabir, A. Khan, Characterizations of ordered semigroups by the properties of their fuzzy ideals, Computers and Mathematics with applications, 59 (2010), 539-549.
  46. M. Shabir, M. S. Arif, Characterizations of Monoids by the Properties of their intuitionistic fuzzy subacts, New Mathematics and Natural Computation, 6 (1) (2010) 31-48.
  47. W. A. Dudek, M. Shabir, R. Anjum, Characterizations of hemirings by their h-ideals, Computers and Mathematics with applications, 59 (2010) 3167-3179.
  48. A. Khan, Y. B. Jun and M. Shabir, N-fuzzy filters in ordered semigroups, Mohu Xitong yu Shuxue, 24 (2) (2010) 28-32.
  49. Y. B. Jun, A. Khan, M. Shabir and S. Z. Song, Generalized Anti Fuzzy Bi-ideals in Ordered Semigroups, Lobachevskii J. Mathematics, 31 (2010) 65-76.
  50. A. Khan and M. Shabir, Intuitionistic fuzzy semiprime ideals in ordered semigroups, Russian Mathematics (Iz. VUZ), 54 (2010), 56-67.
  51. A. Khan, Y. B. Jun and M. Shabir, Ordered semigroups characterized by their intuitionistic fuzzy bi-ideals, Iranian Journal of Fuzzy Systems, Vol. 7, No. 2, (2010) 55-69.
  52. M. Shabir, Y. B. Jun and Y. Nawaz, Semigroups characterized by(є, єvqk)-fuzzy ideals, Computers and Mathematics with Applications, 60 (2010) 1473-1493.
  53. M. Irfan Ali, M. Shabir, Comments on De Morgan’s Law in Fuzzy Soft Sets, The Journal of Fuzzy Mathematics, 18(3) (2010) 679-686.
  54. M. Shabir, Y. B. Jun, M. Bano, On Prime Fuzzy Bi-ideals of Semigroups, Iranian Journal of Fuzzy Systems, Vol. 7, No. 3, (2010) 115-128.
  55. Y. B. Jun, W. A. Dudek, M. Shabir, M. S. Kang, General Types of (α, β)-fuzzy ideals of Hemirings, Honam Mathematical J. 32 (2010) 413-439.
  56. M. Irfan Ali, M. Shabir, K. P. Shum, On Soft ideals over Semigroups, Southeast Asian Bulletin of Mathematics, 34 (2010) 595-610.
  57. M. Shabir, M. Hussain, Fully Fuzzy Idempotent Nearrings, Southeast Asian Bulletin of Mathematics, 34 (2010) 959-970.
  58. M. Shabir, M. Irfan Ali, Semirings Characterized by Their p-Ideals, Southeast Asian Bulletin of Mathematics, 34 (2010) 1095-1112.
  59. M. Shabir, T. Mahmood, Hemirings characterized by the properties of their fuzzy ideals with thresholds, Quasigroups and related Systems, 18 (2010) 195-212.
  60. A. Khan, M. Shabir, Y. B. Jun, Generalized fuzzy Abel Grassmann’s Groupoids, International Journal of Fuzzy Systems, 12 (2010) 340-349.
  61. M. Shabir, A. Khan, Fuzzy Quasi-ideals of Ordered Semigroups, Bulletin of the Malaysian Mathematical Sciences Society, 34 (2011) 87-102.
  62. M. Shabir, T. Mahmood, Characterizations of hemirings by (є, єvqk)-fuzzy ideals, Computers and Mathematics with Applications, 61 (2011) 1059-1078.
  63. P. Corosini, M. Shabir, T. Mehmood, Semisimple Semihypergroups in terms of hyperideals and fuzzy hyperideals, Iranian Journal of Fuzzy Systems, 8 (2011) 95-111.
  64. M. Shabir, M. Naz, On Soft topological spaces, Computers and Mathematics with Applications, 61 (2011) 1786-1799.
  65. M. Shabir, R. Anjum, Right h-weakly regular hemirings, Annals of Fuzzy Mathematics and Informatics, 1 No.2 (2011) 171-188.
  66. M. I. Ali, M. Shabir, M. Naz, Algebraic structures of soft sets associated with new operations, Computers and Mathematics with Applications, 61 (2011) 2647-2654.
  67. M. Shabir, T. Mahmood, On Interval valued (α, β)-fuzzy ideals of hemirings, East Asian Mathematical Journal, 27 (2011) 349-372.
  68. M. Shabir, M. S. Arif, M. Bibi, Characterization of Monoids by the Properties of their Interval-Valued fuzzy Subacts, World Applied Sciences Journal 13 (11) (2011) 2355-2363.
  69. J. Ahsan, Z. K. Liu, M. Shabir, Some Homological Characterizations of Semigroups and Semirings, Acta Mathematica Sinica, English Series, 27 (2011) 2065-2072.
  70. M. Aslam, M. Shabir, N. Yaqoob, Roughness in left almost semigroups, Journal of Advanced Research in Pure Mathematics, Vol 3 (2011) 77-88.
  71. M. Shabir, N. Rehman, Characterizations of ternary semigroups by their anti fuzzy ideals, Annals of Fuzzy Mathematics and Informatics, Vol. 2 no 2 (2011) 227-238.
  72. M. Aslam, M. Shabir, N. Yaqoob, A. Shabir, On rough (m,n)-bi-ideals and generalized rough (m,n)-bi ideals in semigroups, Annals of Fuzzy Mathematics and Informatics, Vol. 2 no 2 (2011) 141-150.
  73. M. I. Ali, F. Feng, M. Shabir, A note on (є, єvq)-fuzzy ideals equivalence relations and indistinguishability operators, Hacettepe Journal of Mathematics and Statistics Vol. 40 (3) (2011) 383-400.
  74. M. Shabir, Y. Nawaz, M. Aslam, Semigroups characterized by the properties of their fuzzy ideals with thresholds, World Applied Sciences Journal 14(2) 1851-8165 (2011)
  75. M. Shabir, Y. Nawaz, M. Ali, Characterizations of semigroups by (є, єvq)-fuzzy ideals, World Applied Sciences Journal 14(2) 1866-8178 (2011)

Accepted Papers

  1. M. Shabir, T. Mehmood, P. Corsini, Semihyperrings characterized by their hyperideals, Italian Journal of Pure and Applied Mathematics.
  2. A. Khan, Y. B. Jun, M. Shabir, A study of generalized fuzzy ideals in Ordered Semigroups, Neural Computing and Applications.
  3. A. Khan, Y. B. Jun,M. Shabir, N-Fuzzy Bi-ideals in Ordered Semigroups, Journal of Fuzzy Mathematics.
  4. M. Shabir,T. Mahmood, Characterizations of Hemirings by interval valued fuzzy ideals, QRS.
  5. M. Shabir, M. Shoaib Arif, A. Khan, M. Aslam, On intuitionistic fuzzy prime bi-ideals of Semigroups, BMMSS.
  6. M. Irfan Ali, B. Davvaz, M. Shabir, Generalized fuzzy S-acts and their characterizations by soft S-acts, Neural computing.
  7. M. Shabir, Y. Nawaz, T. Mahmood, Characterizations of hemirings by (є, єvq)-fuzzy ideals, Neural computing and applications.
  8. M. Shabir, N. Rehman, Roughness in Ternary Semigroups, Quasigroups and Related Systems, Vol 19 no 2 (2011)
  9. M. Irfan Ali, M. Shabir,S. Tanvir, Roughness in hemirings, Neaural computing and Applications.