
Dr. Tooba Siddiqui
Associate Professor
Department of Mathematics
SNS
National University of Sciences and Technology (NUST)
School of Natural Sciences, H12, Islamabad
Tel :
+92 51 9085 5581
Email :
tferoze (at mark) sns.nust.edu.pk
Specialization
Mathematics
Education
PhD, Mathematics (QAU, Pakistan)



Profile Education:
PhD (2006) Symmetry Methods for Differential Equations, QuaidiAzam University, Islamabad, Pakistan
MPhil (1999) Applied Mathematics, QuaidiAzam University Islamabad
MSc (1997) Applied Mathematics, Punjab University, Lahore, Pakistan
Teaching and Research Positions:
 Associate Professor, June 2012 to date, School of Natural Sciences, National University of Sciences and Technology, Islamabad, Pakistan.
 Assistant Professor, Aug. 2007 to June 2012, School of Natural Sciences(formerly known as CAMP), National University of Sciences and Technology, Islamabad, Pakistan.
 Research Associate, Dec. 2006Aug. 2007, School of Natural Sciences(formerly known as CAMP), National University of Sciences and Technology, Islamabad, Pakistan. (In the project entitled Conformal Symmetries in General Relativity by Higher Education Commission
 Visiting Researcher, Dec. 2005 –Sep. 2006, Mathematics Department, Linkoping University, Sweden.
 Research Assistant, Feb.–Sep. 2005, School of Natural Sciences(formerly known as CAMP ), National University of Sciences and Technology, Rawalpindi, Pakistan.
 Lecturer, Aug. 2004Jan. 2005, National University of Computer and Emerging Sciences, Islamabad, Pakistan.
 Visiting Faculty, MayAug. 2004, EME College, National University of Sciences and Technology, Rawalpindi, Pakistan.
 Senior Research Assistant, 20002005, Mathematics Department, QuaidIAzam University, Islamabad, Pakistan.
 Junior Research Assistant, 19971999, Mathematics Department, QuaidIAzam University, Islamabad, Pakistan.
 Appointed Research Associate in the project entitled Classification of Plane Symmetric Spacetimes according to Isometries by Pakistan Science Foundation (May 1998 – April 1999).
Other Activities:
Account officer from 20072011 at SNS
Student Advisor 20112012 at SNS
RIC Coordinator 2012date at SNS
PARTICIPATION IN LOCAL CONFERENCES : 1. Frontiers in Physics, National Centre for Physics, Islamabad, Pakistan, January 1999. 2. Applications of Group Theory, Mathematics Department, QuaidIAzam University, Islamabad, Pakistan, April 2000. 3. Workshop on Superstrings, National Centre for Physics, QuaidIAzam University, Islamabad, Pakistan, AprilMay, 2001. 4. Workshop on “Applications of Symmetry Methods”, Mathematics Department, Quaidi Azam University, Islamabad, October, 2002. 5. Symposium on Cosmology, Astrophysics and Relativity, Rawalpindi, Pakistan, October, 2004. 6. All Pakistan Mathematics Conference, Pakistan Academy of Sciences, June 2007. 7. One Day Symposium, Centre for Advanced Mathematics and Physics, National University of Sciences and Technology,Pakistan, March,25,2008 8. One Day Symposium, Centre for Advanced Mathematics and Physics, National University of Sciences and Technology, Pakistan, April, 25,2009. 9. NUST Conference on Mathematical Sciences 2011, National University of Sciences and Technology, Pakistan, November, 2011. PARTICIPATION IN INTERNATIOPNAL CONFERENCES : 1. 25th International Nathiagali Summer College held in Nathiagali, Pakistan, JuneJuly, 2000. 2. 11th Regional Conference on Mathematical Physics, Tehran, Iran, May, 2004. 3. 12th Regional Conference on Mathematical Physics, Islamabad, Pakistan, March, 2006. 4. Geometry and Relativity Meeting, Institute of Mathematics, Linkoping University, Linkoping, Sweden, June, 2006. 5. II Italian Pak Workshop, Pescara, Italy, July, 810, 2009. 6. 12th Marcel Grossmann Meeting, Paris, France, July, 1219, 2009. 7. 13th Marcel Grossmann Meeting, Stockholm, Sweden, July, 17, 2012.
PROCEEDINGS:
 Tooba Feroze, "On the Existence of New Conserved Quantities for the Spaces of Different Curvatures", Proceedings of the 12th Marcel Grossmann Meeting, Paris, France, July, 1219, 2009, Edited by Thibault Damour and Robert T. Jantzen, World Scientific, 1890.
 Tooba Feroze and Bismah Jamil , “The Classification of a Class of Plane Symmetric Static Spacetimes According to their Noether Symmetries”. Proceedings of the 13th Marcel Grossmann Meeting, Stockholm, Sweden, July, 17, 2012. (Submitted)
 Tooba Feroze, "Electromagnetic Solutions of Einstein’s Field equations using Symmetry Methods", Proceedings of the workshop on “Applications of Symmetry Methods” October 1517, 2002, QuaidiAzam University, Islamabad, Pakistan, Edited by Asghar Qadir and Khalid Saifullah.
POSTER PRESENTATIONS:
"The Connection Between Symmetries of Geodesic Equations and Isometries of the Underlying Spaces" by Feroze, T., Mahomed, F. M. and Qadir, A., Presented in 11th Regional Conference on Mathematical Physics, Tehran, Iran, May, 2004.
Research Research Interests:
Symmetry methods for Differential Equations, General Relativity
Research Students:
PhD
Farhad Ali (Spring 2011present)
Bismah Jamil (Spring 2013present)
MPhil
Bismah Jamil (2012) “The Classification of a Class of Plane Symmetric Static Spacetimes According to their Noether Symmetries”.
Ghazala Nazeer (2012) “Charged analogue of VlasenkoPronin superdense star with variable cosmological term”.
Tayyaba Zafar (Fall 2013present)
Hadia Tariq (Spring 2013present)
Publications Research Publications:
1. 
Feroze, T., Qadir, A. and Ziad, M. (2001) “The Classification of Plane Symmetric Spacetimes by Isometries" J. Math. Phys., Vol. 42, No. 10, 49474954 ISSN No. 00222488, (Impact Factor: 1.018).

2. 
Feroze, T., and Kara, A. H. (2002) “Group Theoretic Method for Approximate Invariants and Lagrangian for Some Classes of y”+e F(t) y’+ y = f(y, y’)" Int. J. Nonlinear Mech. Vol. 37, 275280. ISSN No. 00207462, (Impact Factor: 1.205).

3. 
Feroze, T., Mahomed, F. M. and Qadir, A., (2003) "NonStatic, Spherically Symmetric, Perfect Fluid Solutions of Einstein’s equations" Il Nuovo Cimento B Vol. 118, No. 9, 895902.ISSN No. 20374895, (Impact Factor: 0.351).

4. 
Feroze, T., Mahomed, F. M. and Qadir, A., (2006) "The Connection between Isometries and Symmetries of Geodesic Equations of the Underlying Spaces", Nonlinear Dynamics Vol. 45, 6574.ISSN No. 0924090X, (Impact Factor: 0.902).

5. 
Feroze, T., Qadir A.,and Ziad M. (2008) "Uniqueness of the McVittie Solution as Plane Symmetric Sourceless Electromagnetic Field Spacetimes", Mod. Phys. Lett. A, Vol. 23, No. 11, 825828.ISSN No. 02177323, ISI (Impact Factor: 1.564).

6. 
Feroze, T., (2010) “New Conserved Quantities for the Spaces of Different Curvatures”, Mod. Phys. Lett. A, Vol. 25, No. 13, 11071114ISSN No. 02177323, (Impact Factor: 0.990). 
7. 
Feroze, T., and Hussain, I., (2011) “Noether Symmetries and Conserved Quantities for Spaces with a Section of Zero Curvature”, J. Geo. Phys. Vol. 61, 658662 ISSN No. 03930440, (Impact Factor: 0.652).

8. 
Feroze, T., and Siddiqui, A. A., (2011) “Charged Anisotropic Matter with Quadratic Equation of State”, Gen. Rel.& Grav., Vol. 43, 10251035.ISSN No. 00017701, (Impact Factor: 2.538).

9. 
Feroze, T., and Siddiqui, A. A., (2011) “Comments on Revisiting the Classical Electron Model in General Relativity”,Astrophysics and Space Sciences, Vol. 335, No. 2, 337.ISSN No. 0004640X, (Impact Factor: 1.437).

10. 
Feroze, T., (2012) “Exact Solutions of the EinsteinMaxwell Equations with Linear Equation of State”, Canadian Journal of Physics 90(12), 11791183.ISSN No. 00084204, (Impact Factor: 0.88) 
11. 
Ali, F., and Feroze, T., (2013) “The Classification of Plane Symmetric Static Spacetimes According to their Noether Symmetries” 52 Int. J. Theo. Phys. 3329–3342.ISSN No. 00207748, (Impact Factor: 1.086) 
12. 
Feroze, T., and Ali, F. (2014) “Corrigendum to “Noether symmetries and conserved quantities for spaces with a section of zero curvature curvature”, Journal of Geometry and Physics 61 (2011) 658662” Journal of Geometry and Physics 80, 8889.ISSN No. 03930440, ISI (Impact Factor: 1.055) 
13. 
Feroze, T., and Siddiqui, A. A., (2014) “Solutions of the EinsteinMaxwell Equations with Quadratic Equation of State”, Journal of the Korean Physical Society, 65(6), 944947.ISSN No. 03744884 (Impact Factor: 0.425) 
14. 
Feroze, T., and Tariq, H., (2015) “Exact Solutions of the EinsteinMaxwell Equations with Polytropic Equations of State” Canadian Journal of Physics, 93(6), 637640 ISSN No. 00084204 (Impact Factor: 0.928)

15. 
Ali, F., Feroze, T., and Ali, S. (2015) “The Classification of Spherically Symmetric Static Spacetimes via Noether Symmetries” Theoretical and Mathematical Physics, 184(1), 973–985 ISSN No. 00405779 (Impact Factor: 0.700) 
16. 
Feroze, T., (2015) “Comments on “Complete Classification of Spherically Symmetric Static Spacetimes by Noether Symmetries Int. J. Theo. Phys., 52 (2013), 3534–3542”” International Journal of Theoretical Physics, 54 (10),35003502 ISSN No. 00207748 (Impact Factor:1.184)

17. 
Ali, F. and Feroze, T., (2015) “Approximate Noether Symmetries from Geodetic Lagrangian for Plane Symmetric Spacetimes” International Journal of Geometric Methods in Modern Physics, 12, 1550124 (9 pages) ISSN No.:02198878 (Impact Factor: 0.437)

18. 
Feroze, T., and Nazeer, G. (2016) “Charged analogue of Vlasenko Pronin Superdense Star with Variable Cosmological Term” (Pramana Journal of Physics) DOI: 10.1007/s1204301510856 ISSN No.:03044289 (Impact Factor: 0.72) 
19. 
Feroze, T., Qadir, A., (2009) " Another Representation for the Maximal Lie Algebra of sl (n+2;R) in Terms of Operators,", Differential Equations and Nonlinear Mechanics, Volume 2009, 13. ISSN No. 16874099. (SCOPUS Indexed) 
20. 
Feroze, T., (2014) Comments on “Modeling Dynamical Interactions between Leptospirosis Infected Vector and Human Population” [Applied Mathematical Sciences, 6 (2012) 12871302], Applied Mathematical Sciences, 8(2014), 55655568 ISSN 1312885X (SCOPUS Indexed) 
21. 
Rashida Bibi, Tooba Feroze and Azad A. Siddiqui, (2016) “Solution of the Einstein–Maxwell equations with anisotropic negative pressure as a potential model of a dark energy star” Canadian Journal of Physics, 94(8) 758762.ISSN No. 00084204 (Impact Factor: 0.724)

22. 
Bismah Jamil and Tooba Feroze, “Conservation Laws Corresponding to the Noether Symmetries of the Geodetic Lagrangian in Spherically symmetric Spacetimes” International Journal of Modern Physics D, 26(5), 1741006 (17 pages). ISSN No.: 02182718 (Impact Factor: 1.963) doi: 10.1142/S0218271817410061 
23. 
Ayesha Mahmood, Azad A. Siddiqui and Tooba Feroze, “A Class of NonStatic Exact Solutions of the EinsteinMaxwell Field Equations” International Journal of Modern Physics D, 26(5), 1741008 (12 pages). ISSN No.: 02182718 (Impact Factor: 1.963) doi: 10.1142/S0218271817410085 
24. 
Farhad Ali and Tooba Feroze, “Cylindrically Symmetric Gravitational Wave like Spacetimes” (Accepted in Theoretical and Mathematical Physics) ISSN No. 00405779 (Impact Factor: 0.831) 
25. 
Ayesha Mahmood, Azad A. Siddiqui and Tooba Feroze, “NonStatic Exact Solutions of the EinsteinMaxwell Field Equations”(Accepted in Journal of the Korean Physical Society )ISSN No. 03744884 (Impact Factor: 0.426) 
26. 
Bismah Jamil, Tooba Feroze and Andres Vargas“Conservation Laws Corresponding to the Noether Symmetries of the Geodetic Lagrangian in Plane symmetric Spacetimes” (Accepted in Advances in Mathematical Physics) 
Proceedings:
1. 
Tooba Feroze, "On the Existence of New Conserved Quantities for the Spaces of Different Curvatures", Proceedings of the 12th Marcel Grossmann Meeting, Paris, France, July, 1219, 2009, Edited by Thibault Damour and Robert T. Jantzen, World Scientific, 1890. 
2. 
Tooba Feroze and Bismah Jamil , “The Classification of a Class of Plane Symmetric Static Spacetimes According to their Noether Symmetries”. Proceedings of the 13th Marcel Grossmann Meeting, Stockholm, Sweden, July, 17, 2012. (Submitted) 
3. 
Tooba Feroze, "Electromagnetic Solutions of Einstein’s Field equations using Symmetry Methods", Proceedings of the workshop on “Applications of Symmetry Methods” October 1517, 2002, QuaidiAzam University, Islamabad, Pakistan, Edited by Asghar Qadir and Khalid Saifullah. 
Teaching Current Courses • Linear Algebra II (UG) • Representation of Lie Groups ( PG)
Previous Courses • Differential Equations I (UG) • Differential Equations II (UG) • Numerical Analysis I (UG) • Differential Geometry I (UG) • Geometry (PG) • Symmetry Methods for Differential Equations (PG) • Computational Mathematics (PG) • General Relativity (PG)


