Michele Miranda Jr

Michele Miranda Jr is an Assistant Professor at the Department of Mathematics of the University of Ferrara. His research focuses on functional analysis, geometric measure theory, and partial differential equations, with particular emphasis on BV functions, Sobolev spaces, and heat semigroups in various settings including metric measure spaces and Wiener spaces.

His work explores topics such as boundary measures, perimeter minimization, and properties of functions in infinite-dimensional spaces. Key contributions include characterizations of BV functions in abstract Wiener spaces and analysis of heat semigroups in Carnot groups. He has collaborated extensively with researchers like L. Ambrosio, V. Caselles, and D. Pallara.

Miranda Jr has spoken at conferences such as Isoperimetric Problems Between Analysis and Geometry (June 2014). His research trends reflect a blend of analytical techniques with geometric and probabilistic perspectives, addressing fundamental questions in calculus of variations and measure theory.

No scientific awards or grants are explicitly mentioned in the provided text.