| 1 |
A. Shoaib, Q. Mahmood, A. Shahzad, M.S. Noorani and S. Radenovic, Fixed point results for rational contraction in function weighted dislocated quasi-metric spaces with an application, Advances in Difference Equations, 2021:310, (2021). |
| 2 |
M. Mehmood, A. Shahzad, Q. Mahmood, A. Shoaib and T. Rasham, On Fixed Point Results for Family of Multivalued Mappings with Application, Italian Journal of Pure and Applied Mathematics 46:781-794, (2021). |
| 3 |
T. Rasham, G. Marino, A. Shahzad, C. Park and A. Shoaib, Fixed point results for a pair of fuzzy mappings and related applications in b-metric like spaces, Advances in Difference Equations, 2021:259, (2021). |
| 4 |
A. Shoaib, S. Mustafa and A. Shahzad, Common Fixed Point of Multivalued Mappings in Ordered Dislocated Quasi G-Metric Spaces, Punjab University Journal of Mathematics, Vol. 52(10), pp. 1-23, (2020). |
| 5 |
A. Shahzad, T. Rasham, G. Marino and Abdullah Shoaib, On Fixed Point Results for ψ Dominated Fuzzy Contractive Mappings with Graph, Journal of Intelligent & Fuzzy Systems, 38(3), 3093-3103, (2020). |
| 6 |
A. Shoaib and A. Shahzad, Fixed Point Results for Fuzzy Mappings on an Intersection of an Open Ball and a Sequence, Journal of Intelligent & Fuzzy Systems 37(3), 4217-4229, (2019). |
| 7 |
Q. Mahmood, A. Shahzad, A. Shoaib, A. H. Ansari and S. Radenovic, Common Fixed Point Results for Contractive Mappings Via Pair of Upper Class Functions, Journal of Mathematical Analysis, 10(4), 1-10, (2019). |
| 8 |
T. Rasham, Q. Mahmood, A. Shahzad, A. Shoaib and A. Azam, Some Fixed Point Results for Two Families of Fuzzy A−Dominated Contractive Mappings on Closed Ball, Journal of Intelligent & Fuzzy Systems 36(4), 3413-3422, (2019). |
| 9 |
A. Shahzad, A. Shoaib, K. Khammahawong and P. Kumam, New Ciric Type Rational Fuzzy F-Contraction for Common Fixed Points, Springer Nature Switzerland AG, ECONVN, SCI 809, pp. 215–229, (2019). |
| 10 |
A. Shoaib, P. Kumam, A. Shahzad, S. Phiangsungnoen and Q. Mahmood, Fixed point results for fuzzy mappings in a b-metric space, Fixed Point Theory and Applications, 2018:2, (2018). |
| 11 |
A. Shoaib, A. Azam and A. Shahzad, Common Fixed Point Results for the Family of Multivalued Mappings Satisfying Contractions on a Sequence in Hausdorff Fuzzy Metric Space, J. of Computational Analysis and Applications 24(4), 692-699, (2018). |
| 12 |
W. Kumamt, P. Sukprasert, P. Kumam, A. Shoaib, A. Shahzad and Q. Mahmood, Some Fuzzy Fixed Point Results for fuzzy Mappings in b-Metric Spaces, Cogent Mathematics & Statistics 5(2018) 1-12, (2018). |
| 13 |
A. Shoaib, A. H Ansari, Q. Mahmood and A. Shahzad, Fixed Point Results For Complete Dislocated -metric Space Via C-Class Functions, Bulletin of Mathematical Analysis and Applications, Volume 9(4), Pages 1-11, (2017). |
| 14 |
A. Shoaib, Q. Mahmood, A. Shahzad, M.S. Noorani and S. Radenovic, Fixed point results for rational contraction in function weighted dislocated quasi-metric spaces with an application, Advances in Difference Equations, 2021:310, (2021). |
| 15 |
M. Rashid, A. Shahzad and A. Azam, Fixed point theorems for L-fuzzy mappings in quasi-pseudo metric spaces, Journal of Intelligent & Fuzzy Systems 32(2017), 499-507, (2017). |
| 16 |
A. Shahzad, A. Shoaib and Q. Mahmood, Fixed Point Results for the Multivalued Mapping in Hausdorff Fuzzy Metric Space, Journal of Fixed Point Theory (2017) : 3, (2017). |
| 17 |
A. Shahzad, A. Shoaib and Q. Mahmood, Common Fixed Point Theorems for Fuzzy Mappings in b- Metric Space. Italian Journal of Pure and Applied Mathematics 38(2017) 419-427, (2017). |
| 18 |
A. Shahzad, A. Shoaib and Q. Mahmood, Fixed Point Theorems of L-Fuzzy Mappings Via a Rational Inequality, Communications in Mathematics and Applications, Vol. 9(1), 77–85, (2018). |
