"I am a PhD student in Mathematics at The George Washington University, specializing in Algebra, Group Theory, and Real Analysis. I also hold a master’s degree in mathematics from Stevens Institute of Technology, where I earned a 3.83 GPA, as well as a bachelor’s degree in mathematics and Applied Mathematics. My academic training covers advanced algebra, analysis, functional analysis, axiomatic linear algebra, and probability, allowing me to tutor students from high school through graduate-level mathematics with confidence and clarity.

I have several years of teaching and tutoring experience in both classroom and one-on-one settings. I previously taught IGCSE and A-Level Mathematics, designed customized lesson plans, and coached students preparing for competitions such as UKMT, Math Kangaroo, and the Mathematical Contest in Modeling. Many of my students earned national and international awards, and I continued supporting learners ranging from advanced high-school students to university undergraduates studying proof-based mathematics, calculus, linear algebra, and abstract algebra.

My teaching approach is patient, structured, and highly adaptive. I focus on explaining concepts intuitively, identifying gaps quickly, and guiding students step-by-step through both computational and theoretical problems. Whether a student is struggling with a course, preparing for an exam, or seeking to strengthen their understanding of advanced mathematics, I aim to build confidence and help them truly understand the ideas behind the symbols. I work with students of many backgrounds and ages, and I am committed to helping each learner reach their goals." less...