Dr. Aqeel Shahzad
Profile Summary
Dr. Aqeel Shahzad began his research work at the Riphah International University Islamabad (Thesis Title: Some Fixed Point Results in Some Generalized Metric Spaces) Specialization in Functional Analysis and Fixed Point Theory to earn his PhD in 2019. Before joining GAUSS, he had teaching experience at Riphah International University, Islamabad, Barani Institute of Information Technology, Rawalpindi. He has 18 publications with cumulative impact factor above 30. His areas of research interest are; Fixed Point Theory and Its Applications, Fuzzy Sets Theory. He has 12 years of teaching experience (graduate/undergraduate level). He is currently working as an Assistant professor of mathematics in the department of Mathematics, at Grand Asia University Sialkot.
Experience
Assistant Professor (Visitng) |
Riphah International University, Islamabad |
2021-2022 |
Assistant Professor (Visiting) |
Barani Institute of Information Technology, Rawalpindi |
2020-2021 |
Lecturer (Visiting) |
Steps College, Rehmanabad Rawalpindi |
2017-2018 |
Lecturer (Visiting) |
Federal Urdu University of Arts |
2016-2017 |
Publications
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).
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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).
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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). |
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