G. Canevari, P. Colli:
Solvability and asymptotic analysis of a generalization of the Caginalp
phase field system
(preprint) 2011
G. Canevari, P. Colli:
Convergence properties for a generalization of the Caginalp phase field
system
(preprint) 2012
G. Canevari:
Biaxiality in the asymptotic analysis of a 2-D Landau-de Gennes model
for liquid crystals
(preprint) 2013
G. Canevari, A. Segatti, M. Veneroni:
Morse's index formula in VMO for compact manifolds with boundary
(preprint) 2014
G. Canevari, A. Majumdar, M. Ramaswamy:
Radial Symmetry on 3D Shells in the Landau-de Gennes Theory
(preprint) 2014
G. Canevari:
Line defects in the small elastic constant limit of a three-dimensional
Landau-de Gennes model
(preprint) 2015
G. Canevari, A. Segatti:
Defects in Nematic Shells: a $$-convergence discrete-to-continuum
approach
(preprint) 2016
G. Canevari, A. Majumdar, A. Spicer:
Order Reconstruction for Nematics on Squares and Regular Polygons: A
Landau-de Gennes Study
(preprint) 2016
G. Canevari, A. Majumdar, B. Stroffolini:
Minimizers of a Landau-de Gennes Energy with a Subquadratic Elastic
Energy
to appear in Archive for Rational Mechanics and Analysis (Preprint) p. 42, 2018
G. Canevari, A. Majumdar, Y. Wang:
Order Reconstruction for Nematics on Squares with Isotropic Inclusions:
A Landau-de Gennes Study
(preprint) 2018
G. Canevari, G. Orlandi:
Topological singular set of vector-valued maps, I: Applications to
manifold-constrained Sobolev and BV spaces
Calc. Var. PDE (Accepted Paper) p. 45, 2019
G. Canevari, G. Orlandi:
Topological singular set of vector-valued maps, II: $$-convergence
for Ginzburg-Landau type functionals
(preprint) 2020
G. Canevari, G. Orlandi:
Lifting for manifold-valued maps of bounded variation
Journal of Functional Analysis (Accepted Paper) Vol. 278, N. 10, 2020
G. Canevari, G. Orlandi:
Improved partial regularity for manifold-constrained minimisers of subquadratic energies
Communications in Mathematical Physics (Accepted Paper) Vol. 374, N. 2020, p. 14831495, 2020
G. Canevari, A. Zarnescu:
Polydispersity and surface energy strength in nematic colloids
Mathematics in Engineering (Accepted Paper) Vol. 2, N. 2, p. 290-312, 2020
G. Canevari, A. Zarnescu:
Design of effective bulk potentials for nematic liquid crystals via colloidal homogenisation
Mathematical Models and Methods in Applied Sciences (Accepted Paper) Vol. 30, N. 2, p. 309-342, 2020
G. Canevari, J. M. Taylor:
Hölder regularity and convergence for a non-local model of nematic liquid crystals in the large-domain limit
(preprint) 2021