Get started
Author

Faheem Khan

Observed names: F. Khan, FAHEEM KHAN
ORCID: 0000-0003-1520-4690
Observed ORCID: 0000-0003-1520-4690
OpenAlex ID: A5070644190
A New 4‐Point C 3 Quaternary Approximating Subdivision Scheme
2009 · Ghulam Mustafa, Faheem Khan · Abstract and Applied Analysis · 37
PDF
The m-point approximating subdivision scheme
2009 · G. Mustafa, F. Khan, et al. · Lobachevskii Journal of Mathematics · 27
The Odd-Point Ternary Approximating Schemes
2011 · Ghulam Mustafa, Abdul Ghaffar, et al. · American Journal of Computational Mathematics · 25
PDF
A New Scheme Using Cubic B-Spline to Solve Non-Linear Differential Equations Arising in Visco-Elastic Flows and Hydrodynamic Stability Problems
2019 · Asifa Tassaddiq, Aasma Khalid, et al. · Mathematics · 20
PDF
A Novel Numerical Algorithm to Estimate the Subdivision Depth of Binary Subdivision Schemes
2020 · Aamir Shahzad, Faheem Khan, et al. · Symmetry · 17
PDF
Numerical approach based on Bernstein polynomials for solving mixed Volterra-Fredholm integral equations
2017 · Faheem Khan, Ghulam Mustafa, et al. · AIP Advances · 17
Shape-Preserving Properties of a Relaxed Four-Point Interpolating Subdivision Scheme
2020 · Pakeeza Ashraf, Abdul Ghaffar, et al. · Mathematics · 16
PDF
Subdivision Schemes Based Collocation Algorithms for Solution of Fourth Order Boundary Value Problems
2015 · Syeda Tehmina Ejaz, Ghulam Mustafa, et al. · Mathematical Problems in Engineering · 13
PDF
Symmetric Bernstein Polynomial Approach for the System of Volterra Integral Equations on Arbitrary Interval and Its Convergence Analysis
2022 · Samsul Ariffin Abdul Karim, Faheem Khan, et al. · Symmetry · 10
PDF
A New 7-Point Quaternary Approximating Subdivision Scheme
2022 · Aiman Nawaz, Abdul Ghaffar, et al. · Studies in systems, decision and control · 9
An effective approach to solving the system of Fredholm integral equations based on Bernstein polynomial on any finite interval
2021 · Muhammad Basit, Faheem Khan · Alexandria Engineering Journal · 9
PDF
Discretization method for the numerical solution of 2D Volterra integral equation based on two-dimensional Bernstein polynomial
2018 · Faheem Khan, Muhammad Omar, et al. · AIP Advances · 8
PDF
A Novel Numerical Method for Computing Subdivision Depth of Quaternary Schemes
2021 · Aamir Shahzad, Faheem Khan, et al. · Mathematics · 7
PDF
A Computational Method for Subdivision Depth of Ternary Schemes
2020 · Faheem Khan, Ghulam Mustafa, et al. · Mathematics · 5
A New Approach to Increase the Flexibility of Curves and Regular Surfaces Produced by 4-Point Ternary Subdivision Scheme
2020 · Rabia Hameed, Ghulam Mustafa, et al. · Mathematical Problems in Engineering · 4
PDF
Numerical solutions of 2D Fredholm integral equation of first kind by discretization technique
2020 · Faheem Khan, Tayyaba Arshad, et al. · AIMS Mathematics · 4
Estimating Error Bounds for Non-stationary Binary Subdivision Curves / Surfaces
2007 · Ghulam Mustafa, Sadiq Hashmi, et al. · Journal of Information and Computing Science · 4
An Efficient Computational Approach for Computing Subdivision Depth of Non-Stationary Binary Subdivision Schemes
2023 · Samsul Ariffin Abdul Karim, Faheem Khan, et al. · Mathematics · 3
PDF
Subdivision depth for triangular surfaces
2016 · G. Mustafa, M.S. Hashmi, et al. · Alexandria Engineering Journal · 3
PDF
An advanced numerical technique for subdivision depth of non-stationary quaternary refinement scheme for curves and surfaces
2024 · A. Mahmood, G. Mustafa, et al. · Journal of Mathematics and Computer Science · 2
PDF
Bernstein basis functions based algorithm for solving system of third order initial value problems
2021 · Rida Malik, Faheem Khan, et al. · Alexandria Engineering Journal · 2
PDF
A New Computational Approach to Estimate the Subdivision Depth of n-Ary Subdivision Scheme
2020 · Ghulam Mustafa, Aamir Shahzad, et al. · IEEE Access · 2
PDF
A Unified Interpolating Subdivision Scheme for Curves/Surfaces by Using Newton Interpolating Polynomial
2013 · Faheem Khan, Irem Mukhtar, et al. · Open Journal of Applied Sciences · 2
PDF
Error bounds for 3~(1/2) subdivision surfaces
2009 · Faheem Khan · 2
A Generalized Fractional Integral Transform for Solutions of Fractional Burger’s Equation
2025 · Sidra Younas, Noreen Saba, et al. · Punjab University Journal of Mathematics · 1
PDF
Works count: 46
Citation count: 253
H-index: 9
I10-index: 9
Year
Topic
Type