1. 
Khan M. A. A. , Arfat Y. and Butt A. R. (2018), "A shrinking projection approach to solve split equilibrium problems and fixed point problems in Hilbert spaces", UPB Scientific Bulletin, Series A, pp: 3346, Vol: 80, Issue: 1, Impact Factor: 0.4

2. 
Khan M. A. A. (2017), "Convergence characteristics of a shrinking projection algorithm in the sense of Mosco for split equilibrium problem and fixed point problem in Hilbert spaces", Linear and Nonlinear Analysis, pp: 423435, Vol: 3 (2017)

3. 
M. A. A. Khan (2016), "Approximate common solution of fixed point problems and generalized equilibrium problems in Hilbert spaces", Annales Universitatis Paedagogicae Cracoviensis: Studia Mathematica, pp: 7996, Vol: 15

4. 
M. A. A. Khan, H. Fukharuddin, A. Kalsoom (2016), "Existence and higher arity iteration for total asymptotically nonexpansive mappings in uniformly convex hyperbolic spaces,", Fixed Point Theory and Applications, pp: 18, Vol: 2016

5. 
M. A. A. Khan (2014), "Iteration schema for common fixed points of nonlinear mappings in spaces of nonpositive curvature", Advances in Pure and Applied Mathematics, pp: 10, Vol: 2014

6. 
M. A. A. Khan, H. Fukharuddin, A. R. Khan (2014), "Mosco convergence results for common fixed point problems and generalized equilibrium problems in Banach spaces", Fixed Point Theory and Applications, pp: 16, Vol: 2014, Impact Factor: 2.49

7. 
M. A. A. Khan, U. Kohlenbach (2014), "Quantitative image recovery theorems
", Nonlinear Analysis: TMA, pp: 138150, Vol: 106, Impact Factor: 1.64

8. 
M. A. A. Khan, U. Kohlenbach (2013), "Bounds on Kuhfittig’s iteration schema in uniformly convex hyperbolic spaces", Journal of Mathematical Analysis and Applications, pp: 633–642, Vol: 403, Impact Factor: 1.119

9. 
M. A. A. Khan, H. Fukharuddin (2013), "Convergence analysis of a general iteration schema of nonlinear mappings in hyperbolic spaces", Fixed Point Theory and Applications, pp: 18, Vol: 2013, Impact Factor: 2.49

10. 
M. A. A. Khan (2013), "Convergence analysis of a multistep iteration for a finite family of asymptotically quasinonexpansive mappings", Journal of Inequalities and Applications, pp: 10, Vol: 2013, Impact Factor: 0.77

11. 
H. Fukharuddin, A. R. Khan, M. A. A. Khan (2013), "Onestep implicit algorithm for two finite families of nonexpansive maps in hyperbolic spaces", Journal of Advance Mathematical Studies, pp: 7381, Vol: 06, Issue: 01

12. 
M. A. A. Khan, H. Fukharuddin (2013), "Strong convergence by the shrinking effect of two halfspaces", Fixed Point Theory and Applications, pp: 13, Vol: 2013, Impact Factor: 2.49

13. 
H. Fukharuddin, A. R. Khan, M. A. A. Khan (2012), "A new implicit algorithm of asymptotically quasinonexpansive maps in uniformly convex Banach spaces", IAENG International J. Applied Math., pp: 05, Vol: 42, Issue: 03

14. 
H. Fukharuddin, M. A. A. Khan (2012), "A new implicit hybrid algorithm for an equilibrium problem and a countable family of relatively nonexpansive mappings in Banach spaces", Thai Journal of Mathematics, pp: 1323, Vol: 10, Issue: 01

15. 
A. R. Khan, H. Fukharuddin, M. A. A. Khan (2012), "An implicit algorithm for two finite families of nonexpansive maps in hyperbolic spaces", Fixed Point Theory and Applications, pp: 12, Vol: 2012, Impact Factor: 2.49
