A. Ribeiro

activity

20112016

most citedCharacterization of generalized Orlicz spaces

10 citations · 13 across the 6 of their papers we have counts for

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4 papers · 1 filter

math.AP2012★ 1 cited

Relaxation of certain integral functionals depending on strain and chemical composition

Ana Margarida Ribeiro, Elvira Zappale

We provide a relaxation result in $B V \times L^{q}$ , $1 \leq q < + \infty$ as a first step towards the analysis of thermochemical equilibria.

math.AP2012

Lower semicontinuous envelopes in $w^{1, 1} \times l^{p}$

Ana Margarida Ribeiro, Elvira Zappale

It is studied the lower semicontinuity of functionals of the type $\int_{Ω} f (x, u, v, \nabla u) d x$ with respect to the $(W^{1, 1} \times L^{p})$ -weak \ast topology. Moreover in absence of…

math.AP2011

Sufficient conditions for existence of solutions to vectorial differential inclusions

Ana Cristina Barroso, Gisella Croce, Ana Ribeiro

In this paper we discuss the existence of solutions to vectorial differential inclusions. We investigate sufficient conditions for existence, more flexible than those available in…

math.AP2011

On the existence of solutions to a nonlinear system involving isotropic deformations

Ana Cristina Barroso, Gisella Croce, Ana Ribeiro

In this paper we study the existence of solutions to an isotropic differential inclusion.

Relaxation of certain integral functionals depending on strain and chemical composition

Lower semicontinuous envelopes in w1,1×lp

Sufficient conditions for existence of solutions to vectorial differential inclusions

On the existence of solutions to a nonlinear system involving isotropic deformations

Lower semicontinuous envelopes in $w^{1, 1} \times l^{p}$