DEPARTMENT.FACULTY
![photo](https://api.amu.ac.in/storage/images/empphoto/10055792-1678606251.png)
- DEPARTMENT_STAFF.QUALIFICATION
Ph.D (Mathematics) A.M.U, M.Tech. (Computer Science) J.N.U
- DEPARTMENT_STAFF.DESIGNATION
Associate Professor
- DEPARTMENT_STAFF.THRUST_AREA
Approximation Theory
- DEPARTMENT_STAFF.ADDRESS
AB-51 MEDICAL COLONY
- DEPARTMENT_STAFF.MOBILE
- DEPARTMENT_STAFF.EMAIL
asifjnu07@gmail.com
- DEPARTMENT_STAFF.TIME_TABLE
Dr. Asif Khan carried out his postgraduate studies and Ph.D. at Aligarh Muslim University, Aligarh. He was awarded Ph.D. (Dec-2013) in Mathematics in the area of Approximation Theory on the topic ''Some Approximation Theorems via Statistical Convergence" under supervision of Prof. M. Mursaleen. Apart from this, he did M.Tech. in Computer Science and Technology (Degree: Jan-2010) from Jawaharlal Nehru University (JNU), New Delhi. He joined the Department of Mathematics, A.M.U Aligarh as an Assistant professor on 03 Feb, 2014. His research Interest is in the field of Approximation theory, Computer Aided Geometric Design, Neural Network Approximation etc.
Teaching Interest: More than 11 years of teaching experience. Have instructed number of courses at graduate and post graduate level which include Coordinate Geometry, Calculus, Advance Calculus, Linear algebra, Set theory, Programming in C and MATLAB, Real analysis, Metric Spaces, General Topology etc.
Research Publications: He has published more than 62 research papers (43 SCI-Expanded and others Scopus Listed) in international refereed journals, prominent among them are Applied Mathematics and Computation (Elsevier), Mathematical and Computer Modelling (Elsevier), Numerical Algorithms, RACSAM, Acta Mathematica Scintia, Journal of Inequalities and Applications (Springer), Bulletin of Malaysian Math. Sci. Soc.(Springer), Mathematical Methods in the Applied Sciences (Wiley), Numerical Functional Analysis and Optimization (Taylor and Francis), Filomat, Scientific Bulletin, Complex Analysis and Operator Theory, Journal of Nonlinear Functional Analysis etc.
Awarded UGC Startup Grant. Qualified- CSIR-JRF, CSIR-UGC-JRF, NET, GATE.
- Publication
2023
1)
Qing-Bo Cai, Asif Khan, Mohd Shanawaz Mansoori, Mohammad Iliyas, Khalid Khan, Approximation by Lambda-Bernstein type operators on triangular domain, Filomat, 2023, 37(6), SCI-Expanded-Q2 (Impact factor 0.988).
2)
Iliyas, M., Asif Khan, Mursaleen, M. Bernstein type operators on elliptic domain and their interpolation properties Demonstratio Mathematica SCI Expanded-Q2 (Impact factor 2.093)- https://doi.org/10.1515/dema-2022-0199
2022
3)
Mohammad Iliyas, Rameez A. Bhatt, Asif Khan, and M. Mursaleena, Lupa?-Bernstein- Kantorovich Operators Using Jackson and Riemann Type (p, q)-Integrals, Filomat 36:15 (2022), 5221–5240 SCI-Expanded-Q2 (Impact factor 0.988).
4)
Asif Khan., Iliyas, M., Khan, K., Mursaleen, M. Approximation of conic sections by weighted Lupa? post-quantum Bézier curves, Demonstratio Mathematica, 2022, 55(1), pp. 328–342 SCI Expanded-Q2 (Impact factor 2.093)
5)
Khan, A., Mansoori, M.S., Iliyas, M., Mursaleen, M. Lupa? Post Quantum Blending Functions and Bézier Curves Over Arbitrary Intervals, Filomat, 2022, 36(1), pp. 331–347, SCI-Expanded- Q2 (Impact factor 0.988).
6)
Iliyas, M., Khan, A., Arif, M., Mursaleen, M., Lone, M.R., Iterates of q-Bernstein operators on triangular domain with all curved sides, Demonstratio Mathematica, 2022, 55(1), pp. 891–899, SCI Expanded-Q2 (Impact factor 2.093).
7)
Mursaleen, M., Ahasan, M., Khan, A. Modified approximation and error estimation for King’s type (p, q)-BBH operators, Applied Mathematics, 2022, 37(2), pp. 199–212, SCI Expanded-Q4 (Impact factor 0.61).
8) Khan, A., Iliyas, M., Arif, M., Mursaleen, M., Lone, M.R., Approximation by Phillips type q- Bernstein operators on square and error bounds, Journal of Analysis, 2022 (Scopus)
9) Khan, A., Iliyas, M., Mursaleen, M. Approximation of Lebesgue integrable functions by Bernstein-Lototsky-Kantorovich operators, Rendiconti del Circolo Matematico di Palermo, 2022 (Scopus)
10) Obad, A.M., Khan, A., Mursaleen, M., Yasmin, G. A Determinantal Approach to Post Quantum Analogue of Appell Type Polynomials, International Journal of Applied and Computational Mathematics, 2022, 8(1), 15 (SCOPUS)
11) Qasim, M., Mursaleen, M., Khan, A., Abbas, Z. APPROXIMATION OF GENERALIZED SZÁSZ-MIRAKJAN OPERATORS DEPENDING ON CERTAIN PARAMETERS,
- IITJAM Maths (16) Video Lectures for students of B.Sc.
- CSIR NET-JRF Mathematical Sciences Video lectures
- Basics of Approximation Theory (Best Approximation-Existence and uniqueness)-Invited talk
- General Topology-M.Sc. (60-video lectures) Visit Playlist
- Programming in MATLAB (25)
- Real Analysis lectures (41)-Visit playlist
- Metric spaces video Lectures (43)