Sfoglia per Rivista MANUSCRIPTA MATHEMATICA
On a class of modified Wasserstein distances induced by concave mobility functions defined on bounded intervals
2010-01-01 Lisini, Stefano; Marigonda, A.
On complex projective surfaces with trigonal hyperplane sections
1989-01-01 Brivio, Sonia; A., Lanteri
Stability of flows associated to gradient vector fields and convergence of iterated transport maps
2006-01-01 Ambrosio, Luigi; Lisini, Stefano; Savare', Giuseppe
Stability to a class of doubly nonlinear very singular parabolic equations
2022-01-01 Fornaro, Simona; Henriques, Eurica; Vespri, Vincenzo
Surfaces with p_g=q=3.
2002-01-01 Pirola, GIAN PIETRO
A Wiener-Type Condition for Boundary Continuity of Quasi-Minima of Variational Integrals
2016-01-01 Emmanuele, Dibenedetto; Gianazza, UGO PIETRO
| Titolo | Data di pubblicazione | Autore(i) | File |
|---|---|---|---|
| On a class of modified Wasserstein distances induced by concave mobility functions defined on bounded intervals | 1-gen-2010 | Lisini, Stefano; Marigonda, A. | |
| On complex projective surfaces with trigonal hyperplane sections | 1-gen-1989 | Brivio, Sonia; A., Lanteri | |
| Stability of flows associated to gradient vector fields and convergence of iterated transport maps | 1-gen-2006 | Ambrosio, Luigi; Lisini, Stefano; Savare', Giuseppe | |
| Stability to a class of doubly nonlinear very singular parabolic equations | 1-gen-2022 | Fornaro, Simona; Henriques, Eurica; Vespri, Vincenzo | |
| Surfaces with p_g=q=3. | 1-gen-2002 | Pirola, GIAN PIETRO | |
| A Wiener-Type Condition for Boundary Continuity of Quasi-Minima of Variational Integrals | 1-gen-2016 | Emmanuele, Dibenedetto; Gianazza, UGO PIETRO |
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