42 citations · 69 across the 13 of their papers we have counts for
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math.CA2016
Lipschitz functions with prescribed blowups at many points
Andrea Marchese, Andrea Schioppa
In this paper we prove generalizations of Lusin-type theorems for gradients due to Giovanni Alberti, where we replace the Lebesgue measure with any Radon measure . We apply this…
math.MG2016★ 4 cited
An example of a differentiability space which is PI-unrectifiable
Andrea Schioppa
We construct a (Lipschitz) differentiability space which has at generic points a disconnected tangent and thus does not contain positive measure subsets isometric to positive measu…
math.MG2016
Unrectifiable normal currents in Euclidean spaces
Andrea Schioppa
We construct in a -dimensional simple normal current whose support is purely -unrectifiable. The result is sharp because the support of a normal current ca…