(A) Ph. D

S. #	Graduating Student	Title of Thesis	Institution
i	A. R. Kashif (2003), Co-Sup. A. Qadir	Curvature collineations of some spacetimes & their physical interpretation	Math. QAU, Islamabad, Pakistan

(B) M. S

S. #	Graduating Student	Date	Title of Thesis	Institution Degree Completed From
ii iii	Aijaz Ahmad Deena	20 05 2006	“Symmetry Solutions of some non-linear pdes” “Curvature Collineations by Rank”	KFUPM Girls College, Dammam

(C) M. Phil

S. #	Graduating Student	Date	Title of Thesis	Institution Degree Completed From
iv	S. Tahir Ali	30.1.89	On exact solutions of Einstein Field Equations	QAU, Islamabad
v	A. R. Kashif	30.1.93	Curvature Collineations (CCs)[1]	QAU, Islamabad.
vi	S. Ayyubi	28.8.93	CCs of Friedmann models	QAU, Islamabad
vii	S. Ahmad	6.2.94	Understanding Relativity by CCs and Killing vectors	QAU, Islamabad
viii	M. Asghar	9.2.94	CCs of cylindrically symmetric static metrics	QAU, Islamabad.
ix	L A. Tonio	24.3.97	Ricci inheritance of some spherically symmetric static spacetimes	QAU, Islamabad.
x	A. Ghafoor	24.3.97	CCs of static spacetimes admitting minimal symmetry	Dept. Math. QAU, Islamabad.
xi	K. Asghar	10.3.97	Algebraic computations in Relativity	QAU, Islamabad.
xii	A. Aziz	28.2.98	Algebraic computations for spinors in General Relativity	QAU, Islamabad.
xiii	M. Ilyas	7.9.99	On some solutions of Einstein equations admitting conformal symmetry	QAU, Islamabad.
ivx	B. Mirza	3.2.2002	Some studies in Relativistic plasmas	QAU, Islamabad.

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[1] CCs: Curvature Collineations