Research Evaluation

# Research Title Level Attachements
1
Semi Analytic Solution for Non-Linear Quadratic Matrix Retarded Delay Differential Equations Via Coupled Adomian-Homotopy Technique: Semi Analytic Solution for Non-Linear Quadratic Matrix Retarded Delay
National
2
Effect of different parameters on Powell-Eyring fluid peristaltic flow with the influence of a rotation and heat transform in an inclined asymmetric channel
National
3
Finding Approximate Roots of Nonlinear Equations by Using New Sixth-Order Convergence
National
4
New Method for Solving Quadratic Fractional Programing Problems
National
5
Mathematical Modeling and Analysis for COVID-19 Model by Using Implicit Explicit Rung-Kutta Methods
National
6
High-order solution of Generalized Burgers–Fisher Equation using compact finite difference and DIRK method
National
7
A new contraction with an application for integral equations
International
8
A Complete Review of the General Quartic Equation with Real Coefficients and Multiple Roots
International
9
novel collocation method for numerical solution of hypersingular integral equation with singular right-hand
International
10
Paper code: 8360
National
11
Penrose Tiling: a Math-related Learning Interaction between High School Students and a University Lab.
International
12
A New Transformation Technique to Solve Multi-Objective Linear Programming Problems
International
13
Modified Spline Polynomial for Solving Nonlinear Thin Film Flow and Three Dimensional Hybrid Non-Fluid Flow
International
14
A Matrix Form of Spectral Scaling in Quasi-Newton Algorithm
International
15
Modified B-Spline Cubic Finite Element Method for Solving Ordinary Differential Equations
International
16
Finite Element Method of Allen-Cahn Equation
International
17
A Piecewise Uniform Mesh in New Technique with Application on InitialBoundary Value Problems for PDE
International
18
Sensitivity analysis for the rate of exposure to contaminated water on the spreading of the cholera disease
International
19
Solving special systems of integral equations by using Sumudu transform with a semi-analytical method
National