PDF Regularity for minimizers of nonlinear functionals defined in the . P. Marcellini, G. Montefalcone, A. Pisante, A. Prodi.
The work has been conducted within the projects
Marcellini#Sbordone and
or
Precise estimates of the .
Other papers that do not use the Calculus of Variations, like Buttazzo and Dal Maso [33], Carbone and Sbordone [37], or Marcellini [99], are also very helpful.
An interesting book that contains many references on .
The work on . The first result on higher order regularity of the gradient of minimizers of .
by M Eleuteri
2010
Cited by
PDF
The work is completed in [122, 120, 120]
Marcellini#Sbordone,
by M Eleuteri
2012
Cited by
PDF
This work is the first to prove higher regularity of minimizers in the .
The first to achieve an $L^2$ result on the
Marcellini#Sbordone,
by M Eleuteri
2014
Cited by
PDF
This work is the first to achieve the results in the .
Marcellini#Sbordone,
by M Eleuteri
2016
Cited by
PDF
In this work, a generalization of the is achieved
The first to achieve the results in the .
Marcellini#Sbordone,
by M Eleuteri
2018
Cited by
PDF
This is the last work to achieve the results in the .
There is a full book [55] with nice and deep results on the
O’NEILL, S.
2006.
Convergence of minimizers of integrals with respect to the .
The work was made within the project “Proprietà di Minima degli Integrali con Integrali del Calcolo delle Variazioni”, Progetto Calcolo delle Variazioni, MIUR, IV;
O’NEILL, S.
2018.
Proof of $C^1$ regularity of minimizers of integrals with respect to the .
arXiv:1809 be359ba680
Related links: