activity
20042025
most citedConstraining spacetime torsion with the Moon and Mercury

49 citations · 101 across the 30 of their papers we have counts for

collaborators

34 papers

math.GT2025

Handlebody-knots obtained by tangle replacement

Giovanni Bellettini, Giovanni Paolini, Maurizio Paolini +1

We study tangle replacement in the context of handlebody-knots. The main results classify the handlebody-knots obtained by performing tangle replacement on the prime spatial handcu…

math.GT2025

On unique decomposition of knotted handlebodies

Giovanni Bellettini, Maurizio Paolini, Yi-Sheng Wang

The paper considers the uniqueness question of factorization of a knotted handlebody in the -sphere along decomposing -spheres. We obtain a uniqueness result for factorizatio…

math.AP2024★ 1 cited

The -relaxed area of the graph of the vortex map: optimal upper bound

Giovanni Bellettini, Alaa Elshorbagy, Riccardo Scala

We compute an upper bound for the value of the -relaxed area of the graph of the vortex map , , $x \neq 0…

math.AP2023

Upper bounds for the relaxed area of -valued Sobolev maps and its countably subadditive interior envelope

Giovanni Bellettini, Riccardo Scala, Giuseppe Scianna

Given a bounded open connected Lipschitz set , we show that the relaxed Cartesian area functional of a map $u\in W^{1,1}(Ω;\mathb…

math.CA2023

Relaxed area of graphs of piecewise Lipschitz maps in the strict -convergence

Giovanni Bellettini, Simone Carano, Riccardo Scala

We compute the relaxed Cartesian area in the strict -convergence on a class of piecewise Lipschitz maps from the plane to the plane, having jump made of several curves allowed…

math.CA2023

The relaxed area of -valued singular maps in the strict -convergence

Giovanni Bellettini, Simone Carano, Riccardo Scala

Given a bounded open set , we study the relaxation of the nonparametric area functional in the strict topology in , and compute it for vo…