How to show that some rays are maximal transport rays in Monge Problem
On the equality between Monge's infimum and Kantorovich's minimum in optimal mass transportation
Sharp summability for Monge transport density via interpolation
Using some results proved in De Pascale and Pratelli [Calc. Var. Partial Differ. Equ. 14 (2002) 249-274] (and De Pascale et al. [Bull. London Math. Soc. 36 (2004) 383-395]) and a suitable interpolation technique, we show that the transport density relative to an source is also an function for any .
Le nostre collaborazionicon Alessio Figalli
Sharp summability for Monge Transport density Interpolation
Using some results proved in De Pascale and Pratelli [ (2002) 249-274] (and De Pascale [ (2004) 383-395]) and a suitable interpolation technique, we show that the transport density relative to an source is also an function for any .
Deduzione da un'unica azione delle equazioni indefinite e di contorno dei campi gravitazionale ed elettromagnetico
Principi variazionali del campo elettromagnetico
Tensore energetico e azioni ponderomotrici di campi generalizzati nello spazio-tempo
Su alcune discontinuità trasversali in magnetofluidodinamica.
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