http://orcid.org/0000-0003-1612-2785
References
- Gaudiello A , Guibé O , Murat F . Homogenization of the brush problem with a source term in L1 . Arch Ration Mech Anal. 2017;225:1–64.
- Ansini N , Braides A . Homogenization of oscillating boundaries and applications to thin films. J Anal Math. 2000;83:151–181.
- Kohn RV , Vogelius M . A new model for thin plates with rapidly varying thickness. A convergence proof, Q Appl Math. 1985;43:1–22.
- Brizzi R , Chalot JP . Boundary homogenization and Neumann boundary value problems. Ricerche Mat. 1997;46:341–387.
- Braides A , Chiadò Piat V . Non convex homogenization problems for singular structures. Netw Heterog Media. 2008;3:489–508.
- Zhikov VV . Homogenization of elasticity problems on singular structures. Dokl Ross Akad Nauk. 2001;380:741–745. translation in Dokl Math. 2001;64.
- Zhikov VV , Pastukhova SE . Homogenization on periodic lattices. Dokl Ross Akad Nauk. 2003;391:443–447. translation in Dokl Math. 2003;68.
- Zhikov VV . Homogenization of elasticity problems on singular structures. Izv Ross Akad Nauk Ser Mat. 2002;66:81–148. translation in Izv Mat. 2002;66.
- Zhikov VV , Pastukhova SE . Homogenization for elasticity problems on periodic networks of critical thickness. Mat Sb. 2003;194:61–95.
- Braides A , Defranceschi A . Homogenization of multiple integrals. Oxford: Oxford University Press; 1998.
- Braides A . γ-convergence for beginners. Oxford: Oxford University Press; 2002.
- Braides A . A handbook of γ-convergence. In: Chipot M , Quittner P , editors. Handbook of differential equations, stationary partial differential equations. vol. 3. Amsterdam: Elsevier; 2006.
- Bouchitté G , Buttazzo G , Seppecher P . Energies with respect to a measure and applications to low-dimensional structures. Calc Var Partial Differ Equ. 1997;5:37–54.
- Bouchitté G , Fragalà I . Homogenization of thin structures by two-scale method with respect to measures. SIAM J Math Anal. 2001;32:1198–1226.
- Zhikov VV . Connectedness and homogenization. Examples of fractal conductivity, Mat Sbornik. 1996;187:3–40.
- Acerbi E , Chiadò Piat V , Dal Maso G , et al . An extension theorem from connected sets, and homogenization in general periodic domains. Nonlinear Anal. 1992;18:481–496.
- Braides A , Chiadò Piat V . Homogenization of low-dimensional singular structures. in preparation.
- Alicandro R , Braides A , Cicalese M . Continuum limits of discrete thin films with superlinear growth densities. Calc Var Partial Differ Equ. 2008;33:267–297.
- Braides A , Fonseca I , Francfort G . 3D–2D asymptotic analysis for inhomogeneous thin films. Indiana Univ Math J. 2000;49:1367–1404.