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Keyword: Geometric measure theory
Papers related to keyword:
M. Cicalese
-
T. Heilmann
-
A. Kubin
-
F. Onoue
-
M. Ponsiglione
(Preprint)
A notion of $s$-fractional mass for $1$-currents in higher codimension
(2024)
P. M. Mariano -
D. Mucci
(
Mathematics in Engineering
)
Equilibrium of thin shells under large strains without through-the-thickness shear and self-penetration of matter
(2023)
P. De Donato
(Ph.D. Thesis)
Rectifiability of stationary varifolds branching set with multiplicity at most 2
(2023)
D. Mucci
- P. M. Mariano (
Arch Rational Mech Anal
)
Micro-slip-induced multiplicative plasticity: existence of energy minimizers
(2021)
D. Inauen -
A. Marchese
(
J. Funct. Anal.
)
Quantitative minimality of strictly stable minimal submanifolds in a small flat neighbourhood
(2017)
F. Cagnetti
-
M. Colombo
-
G. De Philippis
-
F. Maggi
(Accepted Paper:
J. Eur. Math. Soc.
)
Essential connectedness and the rigidity problem for Gaussian symmetrization
(2013)
F. Cagnetti
-
M. Colombo
-
G. De Philippis
-
F. Maggi
(Accepted Paper:
Anal. PDE
)
Rigidity of equality cases in Steiner's perimeter inequality
(2013)
S. Delladio
(Submitted Paper)
Centered slicing for integer multiplicity currents
(2008)
S. Delladio
(Submitted Paper)
A criterion for pure unrectifiability of sets (via universal vector bundle)
(2008)
D. Vittone
(Ph.D. Thesis:
Theses of Scuola Normale Superiore di Pisa (New Series). Edizioni della Normale, Pisa.
)
Submanifolds in Carnot groups
(2008)
S. Delladio
(Submitted Paper)
The set of regular values (in the sense of Clarke) of a Lipschitz map. A sufficient condition for the rectifiability of class $C^2$.
(2007)
S. Delladio
(Accepted Paper:
Boll. Un. Matem. Italiana
)
A result about $C^2$-rectifiability of one-dimensional rectifiable sets. Application to a class of one-dimensional integral currents
(2006)
S. Delladio
(Accepted Paper:
Ann. Mat. Pura Appl.
)
A class of one-dimensional geometric variational problems with energy involving the curvature and its derivatives. Some results aimed to a geometric measure-theoretic approach.
(2006)
S. Delladio
(Accepted Paper:
J. Geom. Anal.
)
A sufficient condition for the $C^H$-rectifiability of Lipschitz curves
(2006)
S. Delladio
(
Proc. Royal Soc. Edinburgh.
)
The projection of a rectifiable Legendrian set is $C^2$-rectifiable: a simplified proof
(2003)
S. Baldo
-
G. Orlandi
(
Ann. Global Anal. Geom.
)
Fiber bundles and regular approximation of codimension-one cycles
(2001)
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