PAOLINI, EMANUELE Statistiche

PAOLINI, EMANUELE  

DIPARTIMENTO DI MATEMATICA  

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Risultati 1 - 20 di 37 (tempo di esecuzione: 0.061 secondi).
Titolo Data di pubblicazione Autore(i) File
A computational approach to fractures in crystal growth 1-gen-1999 Novaga, Matteo; Paolini, Emanuele
Appunti di Analisi Matematica Uno 1-gen-2018 Paolini, Emanuele
Connecting measures by means of branched transportation networks at finite cost 1-gen-2009 Paolini, Emanuele; E., Stepanov
Decomposition of acyclic normal currents in a metric space 1-gen-2012 Paolini, Emanuele; Eugene, Stepanov
The degenerate two well problem for piecewise affine maps 1-gen-2013 B., Dacorogna; P., Marcellini; Paolini, Emanuele
Dehn e Banach-Tarski: opposti paradossi 1-gen-2017 Paolini, Emanuele
An example of an infinite Steiner tree connecting an uncountable set 1-gen-2015 Paolini, Emanuele; Stepanov, E; Teplitskaya, Y.
Existence and regularity results for the Steiner problem 1-gen-2013 Paolini, Emanuele; E., Stepanov
An explicit solution to a system of implicit differential equations 1-gen-2008 B., Dacorogna; P., Marcellini; Paolini, Emanuele
Flows of measures generated by vector fields 1-gen-2018 Paolini, Emanuele; Stepanov, Eugene
Functions with orthogonal Hessian 1-gen-2010 B., Dacorogna; P., Marcellini; Paolini, Emanuele
Global solutions to the gradient flow equation of a nonconvex functional 1-gen-2006 Bellettini, G; Novaga, Matteo; Paolini, Emanuele
Isoperimetric Clusters in Homogeneous Spaces via Concentration Compactness 1-gen-2022 Novaga, M; Paolini, E; Stepanov, E; Tortorelli, Vm
Lipschitz-continuous local isometric immersions: rigid maps and origami 1-gen-2008 B., Dacorogna; P., Marcellini; Paolini, Emanuele
Minimal cluster computation for four planar regions with the same area 1-gen-2018 Paolini, E.; Tamagnini, A.
Minimal clusters of four planar regions with the same area 1-gen-2018 Paolini, Emanuele; Tamagnini, Andrea
Minimal connections: the classical Steiner problem and generalizations 1-gen-2012 Paolini, Emanuele
On one-dimensional continua uniformly approximating planar sets 1-gen-2006 M., Miranda; Paolini, Emanuele; E., Stepanov
On the n-dimensional Dirichlet problem for isometric maps 1-gen-2008 B., Dacorogna; P., Marcellini; Paolini, Emanuele
On the Relaxed Total Variation of Singular Maps 1-gen-2003 Paolini, Emanuele