Victor Souza

Victor Souza is a Klarman Fellow in the Department of Mathematics at Cornell University. His research interests include combinatorics, number theory, probability theory, and related areas in statistical physics and theoretical computer science. He has focused on synchronization phenomena and has published several preprints, including work on the reverse Littlewood–Offord problem, Maker-Breaker percolation games, and monochromatic solutions to multiplicative equations. Souza also contributed to research on expander graphs and the typical structure of sets with small sumset. He teaches courses such as Introduction to Combinatorics and Supervised Research.

Victor Seixas Souza is a PhD student at the University of Cambridge, specializing in Combinatorics, Number Theory, and Probability. His research explores deep connections between combinatorial structures, probabilistic methods, and number-theoretic phenomena. Key areas include expander graphs, synchronizing systems, Ramsey theory, and extremal combinatorics. His work often intersects with probabilistic combinatorics, such as percolation games, random graph theory, and additive combinatorics. Souza investigates problems related to sumset structures, zero-sum Ramsey problems, and the combinatorial aspects of synchronization and arithmetic progressions. His research contributes to understanding the interplay between discrete mathematics and probabilistic reasoning.