معرفی
Prof. Mihai Pascu is a Professor in the Department of Mathematics and Computer Science at the University of Brașov, affiliated with the Faculty of Mathematics and Computer Science. His research focuses on Real and Complex Analysis, Probability Theory, and Stochastic Processes, with interdisciplinary connections to Differential Equations and Potential Theory. He has contributed extensively to operator theory (e.g., Bernstein-Stancu operators) and stochastic processes (e.g., Brownian motion couplings). His work often bridges theoretical mathematics with probabilistic methods, yielding insights into convexity, univalence criteria, and boundary value problems. Publicly accessible through his institutional email and office at Building P, Room P I 6 in Brașov.
Research interests span convex analysis, stochastic modeling, and operator approximation theory. Recent publications (2017–2023) highlight advancements in Pólya urn models, error estimates for Bernstein-type operators, and geometric probability. Notably, his work addresses longstanding conjectures like the Hot Spots problem through innovative coupling techniques. The 2017–2023 papers reflect a sustained focus on bridging discrete and continuous stochastic systems, with applications in functional analysis and geometric function theory.
Though no formal grants or advisory roles are listed, his prolific publication record (over 50 works since 2000) underscores active engagement in research. No lab affiliations or collaborative teams are explicitly mentioned in the provided texts.
