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saima akram
saima akram
Professor of Mathematics, Department of Mathematics, Government College Women University Faisalabad
Verified email at gcwuf.edu.pk
Title
Cited by
Cited by
Year
A novel analytical technique to obtain the solitary solutions for nonlinear evolution equation of fractional order
KSN Abdul Ghaffar, Ayyaz Ali, Sarfraz Ahmed, Saima Akram, Moin-ud-Din Junjua ...
Advances in Difference Equations 2020, 308, 2020
802020
Post quantum integral inequalities of Hermite-Hadamard-type associated with Co-ordinated higher-order generalized strongly pre-Invex and quasi-pre-invex mappings
H Kalsoom, S Rashid, M Idrees, F Safdar, S Akram, D Baleanu, YM Chu
Symmetry 12 (3), 443, 2020
292020
Analysis of geometric properties of ternary four-point rational interpolating subdivision scheme
P Ashraf, B Nawaz, D Baleanu, K Sooppy Nisar, A Ghaffar, MAA Khan, ...
Mathematics 8 (3), 338, 2020
242020
Computer methodologies for the comparison of some efficient derivative free simultaneous iterative methods for finding roots of non-linear equations
Y Chu, N Rafiq, M Shams, S Akram, NA Mir, H Kalsoom
Computers, Materials & Continua 66 (1), 275-290, 2020
202020
On Dynamics of Iterative Techniques for Nonlinear Equation with Applications in Engineering
SA Mudassir Shams, Nazir Ahmad Mir, Naila Rafiq, A. Othman Almatroud
Mathematical Problems in Engineering 2020, 17 pages, 2020
19*2020
Study of dynamical behavior and stability of iterative methods for nonlinear equation with applications in engineering
N Rafiq, S Akram, NA Mir, M Shams
Mathematical Problems in Engineering 2020 (1), 3524324, 2020
192020
Derivative free iterative simultaneous method for finding distinct roots of polynomial equation
NA Mir, M Shams, N Rafiq, S Akram, M Rizwan
Alexandria Engineering Journal 59 (3), 1629-1636, 2020
182020
A general class of derivative free optimal root finding methods based on rational interpolation
F Zafar, N Yasmin, S Akram, MD Junjua
The Scientific World Journal 2015 (1), 934260, 2015
162015
A New Jarratt‐Type Fourth‐Order Method for Solving System of Nonlinear Equations and Applications
MD Junjua, S Akram, N Yasmin, F Zafar
Journal of Applied Mathematics 2015 (1), 805278, 2015
162015
An optimal eighth-order family of iterative methods for multiple roots
S Akram, F Zafar, N Yasmin
Mathematics 7 (8), 672, 2019
142019
Periodic solutions of some classes of one dimensional non-autonomous equation
S Akram, A Nawaz, N Yasmin, A Ghaffar, D Baleanu, KS Nisar
Frontiers in Physics 8, 264, 2020
132020
On family of simultaneous method for finding distinct as well as multiple roots of non-linear equation
NA Mir, M Shams, N Rafiq, S Akram, R Ahmed
Punjab University Journal of Mathematics 52 (6), 2020
92020
On the stability of Weierstrass type method with King's correction for finding all roots of non-linear function with engineering application
S Akram, M Shams, N Rafiq, NA Mir
Applied Mathematical Sciences 14 (10), 461-473, 2020
82020
An efficient three-step iterative method for non-linear equations
NA Mir, N Rafiq, S Akram
Int. J. Math. Analysis 3 (40), 1989-1996, 2009
82009
Theoretical and mathematical codynamics of nonlinear tuberculosis and COVID-19 model pertaining to fractional calculus and probabilistic approach
S Rashid, SZ Hamidi, S Akram, MA Raza, SK Elagan, BMT Alsubei
Scientific Reports 14 (1), 8827, 2024
72024
Computer Geometries for Finding all Real Zeros of Polynomial Equations Simultaneously
NAM Naila Rafiq, Saima Akram, Mudassir Shams
Computer Materials Continua 69 (2), 2635-2651, 2021
7*2021
A Family of Optimal Eighth Order Iteration Functions for Multiple Roots and Its Dynamics
TA Saima Akram, Faiza Akram, Moin-ud-Din Junjua, Misbah Arshad
Journal of Mathematics 2021 (2021), 18, 2021
7*2021
Optimal derivative-free root finding methods based on the Hermite interpolation
N Yasmin, F Zafar, S Akram
J. Nonlinear. Sci. Appl 9, 4427-4435, 2016
72016
Extension of King’s iterative scheme by means of memory for nonlinear equations
S Akram, M Khalid, MD Junjua, S Altaf, S Kumar
Symmetry 15 (5), 1116, 2023
62023
On the construction of three step derivative free four-parametric methods with accelerated order of convergence
F Zafar, S Akram, N Yasmin, MD Junjua
J Nonlinear Sci Appl 9, 4542-4553, 2016
62016
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