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Dr. Muhammad Faheem Khan

  • Dr. Muhammad Faheem Khan

  • Professor
    PhD Mathematics
  • faheem.khan@iub.edu.pk
  • 0300-6379940

Profile Summary

Dr. Muhammad Faheem Khan received the M.Sc. degree in mathematics from Bahauddin Zakariya University, Multan, Pakistan, and the Ph.D. degree from The Islamia University of Bahawalpur, Pakistan. He was a Research Associate with the University of Birmingham, U.K. He worked as an Assistant Professor in Department of Mathematics, University of Sargodha, Pakistan from 2011 to 2022. He also worked as as Associate Professor with the Department of Mathematics, The Islamia University of Bahawalpur, Pakistan. Now, he is working as a Professor in the Department of Mathematics, IUB. 

Qualifications

DegreeBoard/UniversityYear of Passing
SSC (Matric) / O Levels 2000-01-01
SSC (Matric) / O Levels ScienceBISE Multan1996-01-01
HSSC (Inter) / A Levels / DAE Pre EngineeringBISE Multan1998-01-01
Bachelors (14 Years) Pre EngineeringBahauddin Zakariya University, Multan2000-01-01
Masters (16 Years) MathematicsBahauddin Zakariya University, Multan2002-01-01
Other Courses / Qualifications / Middle / Literate One year PhD Coursework thirty four crdt HrsBahauddin Zakariya University, Multan2005-01-01
Other Courses / Qualifications / Middle / Literate PhD coursework Nine crdt HrsIslamia University, Bahawalpur2007-01-01
PhD MathematicsIslamia University, Bahawalpur2011-01-01

Experience

Assistant ProfessorUniversity of Sargodha10 Years 0 Months 25 Days
Assistant Professor (IPFP HEC)University of Sargodha0 Years 11 Months 13 Days
Research AssociateSchool of Mechanical Engineering University of Birmingham UK0 Years 5 Months 28 Days
Honorary Teaching AssistantGovt post graduate Sadiq Egerton College Bahawalpur0 Years 6 Months 0 Days
Associate ProfessorThe Islamia University of Bahawalpur, Pakistan1 Years 3 Months 0 Days
ProfessorThe Islamia University of Bahawalpur, PakistanJuly, 2023 - Present

Publications

A Computational Method for Subdivision Depth of Ternary Schemes
On Suspension Stability of Nanoparticles to Enhance Thermal Performance of MHD Nanofluid Flow Over a Stretchable Rotating Disk with Bioconvection Effects
Shape-Preserving Properties of a Relaxed Four-Point Interpolating Subdivision Scheme
Numerical solutions of 2D Fredholm integral equation of first kind by discretization technique
A Novel Numerical Algorithm to Estimate the Subdivision Depth of Binary Subdivision Schemes
A New Scheme Using Cubic B-Spline to Solve Non-Linear Differential Equations Arising in Visco-Elastic Flows and Hydrodynamic Stability Problems
Generalized Family of Approximating Schemes based on Newton Interpolating Polynomials and its Error Analysis
Discretization method for the numerical solution of 2D Volterra integral equation based on two-dimensional Bernstein polynomial
Generalized Subdivision Surface Scheme Basedon 2D Lagrange Interpolating Polynomial and its Error Estimation
Numerical approach based on Bernstein polynomials for solving mixed Volterra-Fredholm integral equations
A Numerical Approach Based on Subdivision Schemes for Solving Non-Linear Fourth Order Boundary Value Problems
Subdivision depth for triangular surfaces
Subdivision Schemes Based Collocation Algorithms for Solution of Fourth Order Boundary Value Problems
Construction and application of subdivision surface scheme using Lagrange interpolation polynomial
A new approach to approximating subdivision surface scheme using lagrange interpolating polynomial
Estimating error bounds for G. Li et al's subdivision scheme
A New Non-Tensor Product C1 Subdivision Scheme for Regular Quad Meshes
A Unified Interpolating Subdivision Scheme for Curves/Surfaces by Using Newton Interpolating Polynomial
The Odd-Point Ternary Approximating Schemes
A unified three point approximating subdivision scheme
A Generalized Proof of Smoothness of 6-point Interpolatory Scheme
A New 4-PointC3Quaternary Approximating Subdivision Scheme
Error Bound for sqrt(3) Subdivision Surfaces
The m-point approximating subdivision scheme
Ternary six-point interpolating subdivision scheme
Estimating Error Bounds for Non-Stationary Binary Subdivision Curves/ Surfaces
Solution of 2D Volterra-Fredholm Integral Equations of First Kind by using Discretization Method
A New Approach to Increase the Flexibility of Curves and Regular Surfaces Produced by 4-Point Ternary Subdivision Scheme
A New Computational Approach to Estimate the Subdivision Depth of n-Ary Subdivision Scheme
Bernstein basis functions based algorithm for solving system of third order initial value problems
A Novel Numerical Method for Computing Subdivision Depth of Quaternary Schemes
An effective approach to solving the system of Fredholm integral equations based on Bernstein polynomial on any finite interval
Symmetric Bernstein Polynomial Approach for the System of Volterra Integral Equations on Arbitrary Interval and Its Convergence Analysis
A Convolution-Based Computational Technique for Subdivision Depth of Doo-Sabin Subdivision Surface
An Efficient Computational Approach for Computing Subdivision Depth of Non-Stationary Binary Subdivision Schemes
An Effective Approach Based on Generalized Bernstein Basis Functions for the System of Fourth-Order Initial Value Problems for an Arbitrary Interval

Projects

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The Islamia University of Bahawalpur is a public sector university in Bahawalpur, Pakistan, which was originally established by His Highness Nawab Sir Sadiq Muhammad Khan Abbasi - V as the Jamia Abbasia in 1925.

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