Originally from Skopje 🇲🇰, I completed my graduate studies in pure mathematics at the University of Cambridge, with my main focus being on combinatorics, analysis and probability. My thesis was on the metric distance in critical 2-dimensional percolation, in which I studied the expected length of the shortest open path (chemical distance) in critical planar percolation on the two-dimensional integer lattice, proving that the average length of the shortest open circuit in an annulus is significantly smaller than that of the innermost open circuit, thereby improving known upper bounds. Before that, I also completed my first mathematics studies at the University of Groningen in The Netherlands, where my main focus was also on pure mathematics.

My research interests are very broad, but mainly I am interested in additive combinatorics, Ramsey theory, entropy and its applications in combinatorics, ergodic theory and its applications in combinatorics and number theory. Given that I am at the beginning of my research career, I am very open-minded and happy to learn about new and interesting kinds of mathematics!

Beyond mathematics, I am an avid skier, baker and gardener. I enjoy spending time in nature, and love to explore rural regions and learn more about their history and traditions. 

Teaching Assistant for Ergodic Theory (Fall Semester 2025)