Tamer Elsayed Mohamed

Experienced professional with 27 years in Engineering Mathematics/Electrical Engineering curriculum development and delivery. Skilled in facilitating engagement and supporting learning objectives to contribute to program outcomes. Background in academic advisement, dedicated to helping students achieve academic and career goals.

Engineering Mathematics:

§ Calculus I, II,   III

§ Linear Algebra

§ Abstract   Algebra

§ Analytical   Geometry

§ Solid Geometry

§ Matrices

§ Differential   Equations

§ Fourier   Analysis & Complex Fourier Analysis

§ Laplace   Transform and applications for engineers

§ Complex   Analysis

§ Vector   Analysis

§ Numerical   Analysis

§ Mathematical   Modeling and Linear Mathematical Programming

Electrical Engineering:

§ Solid State   Electronics

§ Nanotechnology

§ Electronic   Devices and Measurements

§ How to design Drones

§ Artificial   Intelligent and Neural networks

§ MATLAB /C++ /VB.net

§ Intelligent   Quotient (IQ) Tests

§ Fuzzy Sets   Theory

§ Rough Sets   Theory

§ Granular   Computing

§ Operations   Research

§ Fuzzy   Mathematical Programming

§ Rough   Mathematical Programming

• Member of a collaborative research project with Portsmouth Business School under Isambard Kingdom Brunel Fellowship Scheme, Portsmouth University, UK.
• An experimental comparison for thermos-economic performance of five different designs of solar stills, Case Studies in Thermal Engineering, 2024.
• Estimating Relative Importance of Criteria by Post-processing Dominance-based Rough Set Approach's Outputs, European Journal of Operational Research, 2023.
• Impact of using sand beds and reflectors on trays solar still performance, Journal of Thermal Analysis and Calorimetry, 2023.
• An experimental comparison study between four different designs of solar stills, Case Studies in Thermal Engineering, 2023.
• Performance enhancement of stepped solar still via different sand beds, cooling coil and reflectors, Desalination and Water Treatment, 2023.
• Testing a stepped solar still with different sand beds and reflectors, Case Studies in Thermal Engineering, 2023.
• SEIRS epidemic model with Caputo–Fabrizio fractional derivative and time delay: dynamical analysis and simulation, Ricerche di Matematica, 2021.
• Convexity in the 1st Class of the Rough Mathematical Programming Problems, International Journal of Mathematics Trends and Technology, 2016.
• Rough Multiple-Objectives Programming, European Journal of Operational Research, 2016.
• Mathematical programming in a rough environment, Optimization, 2011.