معرفی
Mindaugas Stoncelis is an Assistant Professor at Vilnius University specializing in Analytic Number Theory and Zeta Function Theory. He earned his Doctor of Science in Mathematics from Vilnius University in 2019. Prior to his academic role, he has been a University lecturer since 2002 and served as a University IT Project Manager since 2015. His research focuses on universality properties of zeta and L-functions, periodic zeta-functions, Mellin transforms, and Dirichlet series.
His work includes groundbreaking studies on weighted universality, discrete universality, and approximation theorems related to zeta functions. Recent contributions (2025-2017) explore Mellin transforms of Riemann zeta functions and Dirichlet series universality. Earlier research (2014-2008) addressed zeta function zeros, numerical approximation methods, and applications in e-commerce analytics.
Publications span high-impact journals like Axioms and Mathematical Modelling and Analysis. He actively participates in international conferences such as MMA series and Palanga conferences on analytic number theory.
