Hello, and thank you for visiting my profile! I hold a Master of Science in Applied Mathematics from the University of Groningen, where I graduated with a cumulative average of 8.2/10 (≈ 3.7/4.0 U.S. GPA). My graduate training emphasized rigorous mathematical analysis alongside real-world applications, supported by advanced coursework in partial differential equations, numerical analysis, scientific computing, optimization, dynamical systems, stochastic processes, mathematical modeling, and...
Hello, and thank you for visiting my profile! I hold a Master of Science in Applied Mathematics from the University of Groningen, where I graduated with a cumulative average of 8.2/10 (≈ 3.7/4.0 U.S. GPA). My graduate training emphasized rigorous mathematical analysis alongside real-world applications, supported by advanced coursework in partial differential equations, numerical analysis, scientific computing, optimization, dynamical systems, stochastic processes, mathematical modeling, and advanced probability. This background has given me a strong command of both theoretical reasoning and practical problem-solving in applied mathematics.
My academic background spans a wide range of mathematical disciplines, enabling me to tutor students in foundational courses such as Trigonometry, Calculus, Algebra, Geometry, Precalculus, Number Theory, and Functions, as well as more advanced subjects including Probability and Statistics, Mathematical Modeling, Differential Equations, Numerical Methods, Linear Algebra, Discrete Mathematics, and Mathematical Optimization. I have worked with high school students, undergraduates, and early-career professionals, helping them strengthen core skills while confidently navigating challenging, proof-based, or computational coursework.
My tutoring approach is structured, patient, and highly adaptable. I start by evaluating each student’s background, goals, and learning style to create lessons tailored to their specific needs. I break down complex concepts into clear, manageable steps, explore multiple problem-solving strategies, and use visual intuition and real-world examples to make abstract ideas accessible. Whether through guided practice, computational exercises, or in-depth conceptual discussions, I emphasize building clarity, independence, and strong mathematical reasoning, rather than relying on rote memorization.
If you’re looking for thoughtful, individualized support in mathematics, I would be glad to help you build confidence, understanding, and long-term success.