58 citations · 83 across the 9 of their papers we have counts for
9 papers
Adjoint-Based Gradient Evaluation for Metasurface Inverse Design via Affine Geometric Transformations
Vincenzo Mottola, Luisa Faella, Carlo Forestiere +1
The sharp increasing in fabrication capabilities of nanomaterials, and complex structures such as meta-surfaces and metalens, has opened to the possibility of employing them for ac…
The inverse obstacle problem for nonlinear inclusions
Vincenzo Mottola, Antonio Corbo Esposito, Luisa Faella +3
The Monotonocity Principle (MP), stating a monotonic relationship between a material property and a proper corresponding boundary operator, is attracting great interest in the fiel…
Junction of ferroelectric thin cylinders
Luisa Faella, Pedro Hernández-Llanos, Ravi Prakash
In this paper, starting from a non-convex and nonlocal variational model for the electric polarization in a ferroelectric material, and using an asymptotic process based on di…
Piecewise nonlinear materials and Monotonicity Principle
Antonio Corbo Esposito, Luisa Faella, Vincenzo Mottola +3
This paper is focused on the Monotonicity Principle (MP) for nonlinear materials with piecewise growth exponent. This results are relevant because enables the use of a fast imaging…
The -Laplace "Signature" for Quasilinear Inverse Problems
A. Corbo Esposito, L. Faella, V. Mottola +3
This paper refers to an imaging problem in the presence of nonlinear materials. Specifically, the problem we address falls within the framework of Electrical Resistance Tomography…
The p-Laplace "Signature" for Quasilinear Inverse Problems with Large Boundary Data
A. Corbo Esposito, L. Faella, G. Piscitelli +2
This paper is inspired by an imaging problem encountered in the framework of Electrical Resistance Tomography involving two different materials, one or both of which are nonlinear.…
Monotonicity Principle in Tomography of Nonlinear Conducting Materials
Antonio Corbo Esposito, Luisa Faella, Gianpaolo Piscitelli +2
We treat an inverse electrical conductivity problem which deals with the reconstruction of nonlinear electrical conductivity starting from boundary measurements in steady currents…
A homogenization bending shell theory for multiscale materials from nonlinear elasticity
Tiziana Durante, Luisa Faella, Pedro Hernández-Llanos +1
We derive homogenized bending shell theories starting from three dimensional nonlinear elasticity. The original three dimensional model contains three small parameters: the two hom…
Uniform resolvent convergence for strip with fast oscillating boundary
Denis Borisov, Giuseppe Cardone, Luisa Faella +1
In a planar infinite strip with a fast oscillating boundary we consider an elliptic operator assuming that both the period and the amplitude of the oscillations are small. On the o…