I am a student fascinated by the connection between mathematical ideas, physical systems, and real-world engineering.
I enjoy exploring difficult problems, building things from scratch, and understanding why systems behave the way they do. My interests span mathematics, physics, robotics, electronics, and engineering, with a particular focus on how theoretical concepts can be translated into practical solutions.
My Journey
My journey began with mathematics and problem-solving. Through Mathematical Olympiad training and physics competitions, I developed an interest in understanding not only how to solve a problem, but why a solution works.
This curiosity gradually led me toward research and engineering. I began exploring mathematical research, mechanical systems, electronics, and robotics, eventually building projects ranging from robotic arms to assistive exoskeleton systems.
Today, I am particularly interested in robotics, control systems, applied mathematics, and mechanical dynamics.
What I Explore
Mathematics
Problem solving, number theory, combinatorics, graph theory, real-rooted polynomials, and mathematical modeling.
Physics
Mechanics, oscillations, waves, stability, and the relationship between mathematical models and physical systems.
Robotics & Engineering
Embedded systems, sensors, control algorithms, mechanical systems, and assistive robotics.
Research
Developing mathematical models, testing hypotheses, analyzing experimental results, and communicating technical ideas.
Currently Exploring
How can mathematics and physical principles help us design systems that work better in the real world?
My current work focuses on assistive robotics, dynamic mechanical systems, and mathematical modeling, while continuing to explore new questions through research and experimentation.
