My educational background provides a deep and comprehensive foundation in advanced mathematics. I am a recent graduate from the University of California, Santa Barbara, where I earned a Bachelor of Science in Mathematics from the College of Creative Studies, maintaining a perfect 4.0 GPA. My coursework has given me expertise across a wide range of subjects suitable for tutoring, including Real and Complex Analysis, Linear and Abstract Algebra, Differential Equations, Topology, and...
My educational background provides a deep and comprehensive foundation in advanced mathematics. I am a recent graduate from the University of California, Santa Barbara, where I earned a Bachelor of Science in Mathematics from the College of Creative Studies, maintaining a perfect 4.0 GPA. My coursework has given me expertise across a wide range of subjects suitable for tutoring, including Real and Complex Analysis, Linear and Abstract Algebra, Differential Equations, Topology, and Probability. This rigorous academic training has equipped me with the subject matter mastery necessary to explain complex concepts with clarity and precision.
My professional experience is centered on making high-level mathematics accessible and engaging. As a Teaching Assistant for Euler Circle, I instruct talented high school students in advanced, college-level topics within a remote classroom setting. My approach focuses on fostering an environment of deep intellectual curiosity, encouraging students to explore beyond the curriculum. I am adept at breaking down complex, graduate-level material, a skill I further developed during a directed reading program at UCSB where I collaborated one-on-one with a peer to deconstruct and present graduate-level research papers to the university's mathematical community.
Through my research and teaching roles, I have gained valuable experience in communicating sophisticated mathematical ideas to diverse audiences. My work with an international research team and my formal presentations to professional mathematicians have honed my ability to tailor explanations effectively. This blend of a strong theoretical foundation from my degree and hands-on teaching experience makes me confident in my ability to help students achieve a profound understanding of mathematics.
