ZAPPALE, ELVIRA
 Distribuzione geografica
Continente #
NA - Nord America 110
EU - Europa 102
AF - Africa 7
AS - Asia 6
Totale 225
Nazione #
US - Stati Uniti d'America 107
IT - Italia 72
FR - Francia 18
DE - Germania 6
CA - Canada 3
DZ - Algeria 3
FI - Finlandia 2
IE - Irlanda 2
IN - India 2
MA - Marocco 2
AE - Emirati Arabi Uniti 1
BY - Bielorussia 1
CN - Cina 1
ET - Etiopia 1
HK - Hong Kong 1
IL - Israele 1
NL - Olanda 1
ZA - Sudafrica 1
Totale 225
Città #
Rome 43
Houston 16
Santa Cruz 14
Ann Arbor 10
Ashburn 9
Fairfield 5
Nuremberg 4
Paris 4
Seattle 4
San Diego 3
Tiaret 3
Aragona 2
Beni Mellal 2
Castelnuovo Berardenga 2
Chicago 2
Des Moines 2
Dublin 2
Milan 2
San Jose 2
Toronto 2
Wilmington 2
Woodbridge 2
Bengaluru 1
Bochum 1
Boulder 1
Brooklyn 1
Buffalo 1
Catania 1
Cedar Knolls 1
Edmonton 1
Fermignano 1
Fleming Island 1
Groningen 1
Helsinki 1
Hong Kong 1
Lappeenranta 1
Lucca 1
Minneapolis 1
New Delhi 1
New York 1
Perugia 1
San Francisco 1
Scranton 1
Shanghai 1
Silverton 1
Totale 160
Nome #
Orlicz equi-integrability for scaled gradients, file e3835328-cb9e-15e8-e053-a505fe0a3de9 91
Lower semicontinuity and relaxation of nonlocal $L^{fty}$-functionals, file e3835328-5268-15e8-e053-a505fe0a3de9 48
null, file e383532e-f27f-15e8-e053-a505fe0a3de9 16
Cartesian convexity as the key notion in the variational existence theory for nonlocal supremal functionals, file 146b0f4d-08c6-4428-a70e-5984854ca8b9 13
Relaxation for an optimal design problem in BD (ω), file e383532f-2142-15e8-e053-a505fe0a3de9 10
Bending-torsion moments in thin multi-structures in the context of nonlinear elasticity, file e3835328-6ff5-15e8-e053-a505fe0a3de9 3
Some sufficient conditions for lower semicontinuity in SBD and applications to minimum problems, file e3835328-719f-15e8-e053-a505fe0a3de9 3
Existence of minimizers for non-level convex supremal functionals, file e3835328-8540-15e8-e053-a505fe0a3de9 3
Some relaxation results for functionals depending on constrained strain and chemical composition, file e3835328-b188-15e8-e053-a505fe0a3de9 3
A note on optimal design problems in dimension reduction, file e3835328-bac6-15e8-e053-a505fe0a3de9 3
A relaxation result in the vectorial setting and power law approximation for supremal functionals., file e3835328-4146-15e8-e053-a505fe0a3de9 2
A relaxation result in BV × Lp for integral functionals depending on chemical composition and elastic strain, file e3835328-733a-15e8-e053-a505fe0a3de9 2
Lower semicontinuos envelopes in W1,1 x Lp, file e3835328-853a-15e8-e053-a505fe0a3de9 2
A note on dimension reduction for unbounded integrals with periodic microstructure via the unfolding method for slender domains, file e3835328-91fb-15e8-e053-a505fe0a3de9 2
Dimension reduction for $-Delta_1$, file e3835328-b192-15e8-e053-a505fe0a3de9 2
Multiscale homogenization of integral convex functionals in Orlicz Sobolev setting, file e3835328-cb34-15e8-e053-a505fe0a3de9 2
Periodic homogenization in the context of structured deformations, file f6315740-7a31-4570-914a-842d3436ca71 2
Periodic homogenization in the context of structured deformations, file fa52ed45-8176-4bf5-b763-853807f3858e 2
The variational modeling of hierarchical structured deformations, file aeb48571-f36a-4724-b6f9-4a24dc40f4f9 1
Integral representation results in BV × Lp, file e3835328-7735-15e8-e053-a505fe0a3de9 1
Relaxation for optimal design problems with non-standard growth, file e3835328-bc67-15e8-e053-a505fe0a3de9 1
Relaxation of periodic and nonstandard growth integrals by means of two-scale convergence, file e3835328-bdb9-15e8-e053-a505fe0a3de9 1
A Remark about dimension reduction for supremal functionals : the case with convex domain, file e3835328-bf24-15e8-e053-a505fe0a3de9 1
Relaxation of certain integral functionals depending on strain and chemical composition, file e3835328-bf26-15e8-e053-a505fe0a3de9 1
3D-2D dimensional reduction for a nonlinear optimal design problem with perimeter penalization, file e3835328-bf27-15e8-e053-a505fe0a3de9 1
Some Results in Homogenization, file e3835328-c08a-15e8-e053-a505fe0a3de9 1
Relaxation for an optimal design problem with linear growth and perimeter penalization, file e3835328-c468-15e8-e053-a505fe0a3de9 1
A model of joined beams as limit of a 2D plate, file e3835328-caa3-15e8-e053-a505fe0a3de9 1
A lower semicontinuity result in SBD for surface integral functionals of Fracture Mechanics, file e3835328-caa5-15e8-e053-a505fe0a3de9 1
A note about weak * lower semicontinuity for functionals with linear growth in $W^{1,1} imes L^1$., file e3835328-cb36-15e8-e053-a505fe0a3de9 1
Optimal design of fractured media with prescribed macroscopic strain, file e3835328-cb9c-15e8-e053-a505fe0a3de9 1
A note on optimal design for thin structures in the Orlicz–Sobolev setting, file e3835328-cba1-15e8-e053-a505fe0a3de9 1
Dimensional reduction for supremal functionals, file e3835328-d047-15e8-e053-a505fe0a3de9 1
An homogenization result in $W^{1,p} imes L^q$, file e3835328-d04c-15e8-e053-a505fe0a3de9 1
Relaxation for some integral functionals in $W^{1,p}_w imes L^q_w$, file e3835328-d205-15e8-e053-a505fe0a3de9 1
Some remarks about dimension reduction for $-Delta_1$, file e3835328-d253-15e8-e053-a505fe0a3de9 1
Relaxation in presence of pointwise gradient constraints, file e3835328-daaf-15e8-e053-a505fe0a3de9 1
Some approaches to the study of non simple materials grade two thin films, file e3835329-0e42-15e8-e053-a505fe0a3de9 1
Reiterated periodic homogenization of integral functionals with convex and nonstandard growth integrands, file e3835329-4322-15e8-e053-a505fe0a3de9 1
Loss of duble-integral character during relaxation, file e3835329-46a6-15e8-e053-a505fe0a3de9 1
Upscaling and spatial localization of non-local energies with applications to crystal plasticity, file e383532c-4159-15e8-e053-a505fe0a3de9 1
Totale 232
Categoria #
all - tutte 588
article - articoli 0
book - libri 0
conference - conferenze 0
curatela - curatele 0
other - altro 0
patent - brevetti 0
selected - selezionate 0
volume - volumi 0
Totale 588


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2020/202147 0 0 0 0 6 12 17 4 0 0 4 4
2021/202286 13 4 4 16 11 0 5 6 4 0 17 6
2022/202360 2 2 14 5 5 5 2 4 3 7 5 6
2023/202439 0 0 2 10 9 5 2 9 1 1 0 0
Totale 232