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--- Summary ---
* New papers by: Lazzaroni, Shahgholian, Mondino, Cheng, Zeppieri, Yang, Barchiesi, Malchiodi, De Philippis, Ritoré, De Rosa, Figalli, Palombaro, Galli, Ghiraldin, Schlömerkemper, Nguyen* Modified papers by: Di Marino, Cesaroni, Ghilli, Maggiani, Spector, Bardi, Sedjro, Garg, Caroccia, Focardi, De Philippis, Westdickenberg, Scala, Figalli, Cavalletti, Van Goethem, Schmidt, Mondino--- New Papers ---
* Barchiesi, Lazzaroni, Zeppieri: A bridging mechanism in the homogenisation of brittle composites with soft inclusions
* Figalli, Shahgholian: An overview of unconstrained free boundary problems
* De Philippis, De Rosa, Ghiraldin: A direct approach to Plateau's problem in any codimension
* Galli, Ritoré: Regularity of $C^1$ surfaces with prescribed mean curvature in three-dimensional contact sub-Riemannian manifolds
* Cheng, Malchiodi, Yang: Isoperimetric domains in homogeneous three-manifolds and the isoperimetric constant  of the Heisenberg group $\mathsf{H}^1$
* Mondino, Nguyen: Global conformal invariants of submanifolds
* Lazzaroni, Palombaro, Schlömerkemper: Rigidity of three-dimensional lattices and dimension reduction in heterogeneous nanowires
--- Modified Papers ---
* De Philippis, Di Marino, Focardi: Lower semicontinuity for  non-coercive polyconvex integrals in the limit case
* Maggiani, Scala, Van Goethem: A compatible-incompatible decomposition of symmetric tensors in Lp with application to elasticity
* Garg, Spector: On the role of Riesz potentials in Poisson's equation and Sobolev embeddings
* Bardi, Cesaroni, Ghilli: Large deviations  for some fast  stochastic volatility models by viscosity methods
* De Philippis, Figalli: A note on the dimension of the singular set in free interface problems
* Spector: $L^p$-Taylor approximations characterize the Sobolev space $W^{1,p}$
* Cavalletti, Sedjro, Westdickenberg: A Variational Time Discretization for Compressible Euler Equations
* Cavalletti, Mondino: Measure rigidity of Ricci curvature lower bounds
* Schmidt: BV Minimizers of Variational Integrals: Existence, Uniqueness, Regularity
* Caroccia: The optimal partition problem for p-Laplacian eigenvalues as p goes to one
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