Black holes in bulk viscous cosmology,F. D. Paolis, M. Jamil and A.
Qadir,International Journal of Theoretical Physics, 49(2010),
621-632
"O. Kavehei, A. Iqbal, Y.-S. Kim, K. Eshraghian, S.F. Al-Sarawi
and D.Abbott, The fourth element: characteristics, modelling, and
electromagnetic theory of the memristor, Proceedings of the Royal
Society A 466, 2175 (2010)"
Existence and Uniqueness of Solutions
for Multi- Point Boundary Value Problems for Fractional Differential
Equations.M. urehman, R.A.Khan, Applied Mathematics Letters,
23(2010)1034-1044
New conserved quantities for the spaces of different curvatures.T.
Feroze, Modern Physics Letters A 25(2010),1107-1114
Fixed Point Theorems for Generalized Contractive Multi-Valued
Maps.Q.Kiran, T. Kamran,Computers and Mathematics with
Applications, 59(2010), 3813-3823
A polynomial-time algorithm for a
stable matching problem with linear valuations and bounded side
payments; Rashid Farooq; Japan Journal of Industrial and
Applied Mathematics, Vol. 25, No. 1, pp. 83-98, (2008)
An approximate analytic solution of the Blasius problem,
F. Ahmad and W. H.
Al-barakati, Communications in Nonlinear Science and Numerical Simulation 14 1021-1024(2009)
Gul Zaman, Dynamical behavior of
Leptospirosis disease and role of optimal control theory, Int. J. Math.
Comp., Vol. 7, N0: J10, (2010) 80-92.
Positive Semidefinite Matrices, Exponential
Convexity for Majorization, and Related Cauchy Means.M.Anwar, N.
Latif, J. Pecaric, Journal of Inequalities and Applications 2010, 19
Pages
Factorality in Riecz groups, M. A. Rashid, Joe Mott and Mohammad Zafrullah, accessed for publication in the Journal of Group
Theory (2007)
Indications of de Sitter Spacetime from Classical
Sequential Growth Dynamics of Causal Sets. Ahmed, Maqbool;
Rideout, David eprint arXiv:0909.4771 (2009)
Quantum Corrections to the Entropy of Charged Rotating
Black Holes.M. Akbar, K. Saifullah, European Physical Journal C.
67(2010) 205-211
The Centre started on 21 May 2004, when the academic programme was formulated and classes started (slightly late) in the academic year 2004/05. The semester now starts on the first Monday of September for registration and the second Monday for teaching and ends in early January (depending on the dates of the Eids). There is then a break during which those students who have to take Comprehensive Examinations prepare and appear for the Written and Oral Comprehensives. The next semester starts in the end of January for registration and early February for teaching and ends in mid-June. The major Comprehensive examination is held after the summer break of 2 months towards the end of August.
A regular seminar series is being run since the middle of the first semester of CAMP. There have been a number of outside speakers and many CAMP faculty members have presented talks in this series. The Centre has also had a number of visitors. In particular, there is an ongoing collaboration of this Centre with the Centre for Differential Equations, Continuum Mechanics and Applications of the University of Witwatersrand, Johannesburg, South Africa, from which there have been two visits (one of 1 month and one of a few days). There have also been two Workshops/Symposia organized by CAMP.
The main objective of the centre is to supply much-needed human resources in the vital fields of mathematics and physics. In order to provide the potential PhD students with a broad base of mathematics that will enable them to conduct worthwhile research in some mainstream area, the centre offers a wide range of courses from its major thrust areas, which include Differential Equations, Mathematical Physics , Engineering Mathematics and Optimization Theory. The students are required to complete 48 credit hours of course work that include 15 credit hours of core courses: MCO-801 to 805. The remaining 33 credit hours of course work is elective. Of these 33 credit hours at least 21 credit hours are required to consist of regular courses from 810 to 989.
CAMP is a postgraduate-studies-only centre with MPhil leading to PhD Programmes both in Mathematics and Physics. Applicants with first division from matric to MSc (in Mathematics or Physics or a four year degree in a related field) may apply and after fulfilling the eligiblity criteria, are required to clear an admission test. For a complete list of requirements