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Daniel Valesin is a Reader in the Department of Statistics at the University of Warwick. His research is centered around probability theory with contributions to various areas including interacting particle systems, percolation theory, and random graphs. He has published numerous papers on these topics, showcasing significant findings related to critical phenomena in percolation models and their dynamical aspects. His work includes collaborations on studies related to scaling limits of adaptive contact processes and local limits of spatial Gibbs random graphs. Valesin has also examined the asymptotic behavior of processes in random geometric contexts and investigated contact processes on random hyperbolic graphs. He has participated in the publication of various preprints and articles within peer-reviewed journals, contributing extensively to the literature on stochastic processes and their applications across different branches of mathematics. Valesin is committed to advancing the field of probability and its real-world implications through rigorous research and collaboration with other experts in the domain.
Includes General, Mechanical, Civil, Electrical, Biomedical, and Manufacturing Engineering. Most programs fall under English Band A.