Ljupcho Petrov
PhD Student in Mathematics
Hello, and welcome to my WashU profile page!
My name is Ljupcho Petrov. I am a fifth-year Ph.D. candidate in mathematics at Washington University in St. Louis, working under the supervision of Brett D. Wick.
You can find more information on my personal website: ljupchopetrov.com. A brief overview of my research and teaching experiences is provided below.
My research lies in harmonic analysis, with a focus on one-sided Calderón–Zygmund theory and harmonic analogs in discrete settings. I establish weighted norm inequalities for one-sided Calderón–Zygmund operators and construct discrete harmonic extensions of sequences, leading to a novel discrete Hilbert transform on the integers.
My teaching philosophy and practice revolve around several key principles: intensive lesson planning; deep conceptual understanding of mathematics; encouraging student participation; prioritizing inclusive environments; reflective teaching; and continued professional growth. I look forward to applying all my experience in teaching mathematics and mentoring students in my future academic career.