Douglis, and L. Nirenberg , Estimates near the boundary for solutions of elliptic partial differential equations satisfying general boundary conditions I , Bibliography Comm. Pure Appl. Math , issue. Allard and F. Almgren , The structure of stationary one dimensional varifolds with positive density , Inventiones Mathematicae , vol. DOI : Ambrosio, N. Gigli, and G. Ambrosio and A. Ambrosio and F. Ambrosio and P.
Banavar, F. Colaiori, A. Flammini, A. Giacometti, A. Maritan et al.
Lett , issue. Maritan, and A. Physics , issue. Beckmann and T. Bernot, V.
Analysis and Geometry in Metric Spaces
Caselles, and J. Morel , The structure of branched transportation networks , Calculus of Variations and Partial Differential Equations , vol. Bernot and A.
Figalli , Stability of traffic plans, preprint in prepa- ration. Buttazzo , Integral representation of nonconvex functionals defined on measures.
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Jimenez, and M. I Math , issue. Brancolini, G. Buttazzo, and F. Brenier , The least action principle and the related concept of generalized flows for incompressible perfect fluids , Journal of the American Mathematical Society , vol. Brenier , The dual least action principle for an ideal incompressible fluid , Arch. Rational Mech. Anal , issue. Brenier , Minimal geodesics on groups of volume-preserving maps and generalized solutions of the Euler equations , Communications on Pure and Applied Mathematics , vol.
Buttazzo, E. Oudet, and E. Equations and their Applications , pp.
Buttazzo and F. Buttazzo and E. Stepanov , Optimal transportation networks as free Dirichlet regions for the Monge-Kantorovich problem , Ann. Pisa Cl. Sci , issue. Caffarelli , Some regularity properties of solutions of Monge Amp?? Carlier and I. Carlier, C.
Jimenez, and F. Santambrogio , Traffic congestion and Wardrope equilibrium. Carlier and F. Maso , An Introduction to?? Epstein, and P. Green , Notes on notes of Thurston [mr].
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In Fundamentals of hyperbolic geometry: selected expositions With a new foreword by Canary , London Math. Lecture Note Ser , vol. Chang and L. Xiao , The Weyl problem with nonnegative Gauss curvature in hyperbolic space. Canad , J. Fillastre and I. Izmestiev , Hyperbolic cusps with convex polyhedral boundary [Fil07] F. Polyhedral realisation of hyperbolic metrics with conical singularities on compact surfaces , Geom.
Fourier Grenoble , vol.
Guan, J. Spruck, and M. Itoh, J. Rouyer, and C. Izmestiev , A Variational Proof of Alexandrov??? Izmestiev , Infinitesimal rigidity of smooth convex surfaces through the second derivative of the Hilbert??? Einstein functional , Dissertationes Mathematicae , vol. Labourie , M?? Pog73 and R. Ratcliffe , Foundations of hyperbolic manifolds , Graduate Texts in Mathematics , vol.
Richard , Ricci flow without upper bounds on the curvature and the geometry of some metric spaces.
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Theses , Rockafellar , Convex analysis. Princeton Landmarks in Mathematics , Rosenberg and J. Spruck , On the existence of convex hypersurfaces of constant Gauss curvature in hyperbolic space , Journal of Differential Geometry , vol. Rockafellar and R.