Mohammad Zaman
Postdoctoral Researcher at Stanford University
Palo Alto, California, United States
Summary
👤
Senior🎓
Top SchoolMohammad Zaman is a postdoctoral researcher in Electrical Engineering at Stanford University’s Ginzton Lab, specializing in lab-on-a-chip systems, nanophotonics, computational electromagnetics, and numerical optimization. He holds a PhD from Stanford and earned top-of-class BS/MS degrees from BUET, where he also served as teaching faculty and developed strong hands-on expertise in antenna design, FDTD and optimization algorithms. His Stanford work centers on integrating near-field optical trapping and dielectrophoresis into microfluidic nanoparticle-manipulation platforms, bridging theory, simulation, and fabrication. He has substantial teaching experience in photonics and imaging labs, having designed experiments and led coursework at both Stanford and BUET. Known for combining rigorous numerical methods (PSO, DE, GA) with practical optics and microfluidics, he brings a rare mix of computational depth and experimental craftsmanship. Based in Palo Alto, he leverages an eight-year research trajectory to translate advanced electromagnetic theory into deployable lab-scale devices.
8 years of coding experience
6 years of employment as a software developer
Master of Science - MS, Electrical and Electronics Engineering, CGPA: 4.00/4.00, Master of Science - MS, Electrical and Electronics Engineering, CGPA: 4.00/4.00 at Bangladesh University of Engineering and TechnologyPhD, Electrical Engineering, PhD, Electrical Engineering at Stanford University
Bengali, English
Github Skills (30)
matrix10
animation10
differential-equations10
planet10
orbit10
finite-difference10
pendulum10
computational-physics9
simulation9
python9
evolutionary-algorithms9
physics-engine9
gravity9
mathematics9
linear-algebra9
Programming languages (4)
Github contributions (5)
zaman13/Modeling-of-Neutron-Stars
Jun 2018 - May 2020
Contributions:6 commits, 5 pushes, 1 branch in 1 year 11 months
zaman13/Poisson-solver-2D
May 2020 - Dec 2022
Finite difference solution of 2D Poisson equation. Can handle Dirichlet, Neumann and mixed boundary conditions.
Contributions:38 commits, 35 pushes, 1 branch in 2 years 8 months
finite-differencepythondifferential-equationspoisson-equationmatrix-solver
Find and Hire Top DevelopersWe’ve analyzed the programming source code of over 60 million software developers on GitHub and scored them by 50,000 skills. Sign-up on Prog,AI to search for software developers.