Konstantinos Tsinas

Konstantinos Tsinas serves as a Researcher at the Chair of Ergodic Theory within the Department of Mathematics at the School of Basic Sciences, Swiss Federal Institute of Technology in Lausanne (EPFL), and concurrently holds a Lecturer position in the EDMA doctoral program under the Division for Learning and Teaching.

He completed his PhD at the University of Crete from 2020 to 2024. His academic journey reflects specialization in advanced mathematical disciplines with a focus on theoretical frameworks.

Dr. Tsinas' research centers on Ergodic Theory and Number Theory, with particular emphasis on Multiplicative Number Theory. His work investigates mean-values of multiplicative functions, the Chowla conjecture, and the local uniformity conjecture for the Liouville function, establishing critical connections between dynamical systems and number-theoretic structures. This interdisciplinary approach bridges abstract mathematical concepts with practical analytical frameworks.

He teaches the graduate course 'Topics in multiplicative number theory', covering classical mean-value theorems and contemporary developments including short-interval averages and conjectural frameworks in multiplicative function analysis.

No scientific awards or fellowship recognitions are documented in available sources.

Dr. Tsinas advises no publicly listed graduate students and holds no disclosed research grants. He maintains active affiliation with the Ergodic Theory Research Group (ERG), where his work contributes to advancing theoretical foundations in ergodic dynamics and number theory applications.