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20212023
most citedA doubly relaxed minimal-norm Gauss-Newton method for underdetermined nonlinear least-squares problems

17 citations · 42 across the 6 of their papers we have counts for

collaborators

6 papers

math.NA2023★ 6 cited

Ascertaining the ideality of photometric stereo datasets under unknown lighting

Elisa Crabu, Federica Pes, Giuseppe Rodriguez +1

The standard photometric stereo model makes several assumptions that are rarely verified in experimental datasets. In particular, the observed object should behave as a Lambertian…

physics.chem-ph2023

CASSCF response equations revisited: a simple and efficient iterative algorithm

Riccardo Alessandro, Ivan Giannì, Federica Pes +2

We present an algorithm to solve the CASSCF linear response equations that is both simple and efficient. The algorithm makes use of the well established symmetric and antisymmetric…

physics.chem-ph2023

A Quasi Time-Reversible scheme based on density matrix extrapolation on the Grassmann manifold for Born-Oppenheimer Molecular Dynamics

Federica Pes, Ètienne Polack, Patrizia Mazzeo +3

This article proposes a so-called Quasi Time-Reversible (QTR G-Ext) scheme based on Grassmann extrapolation of density matrices for an accurate calculation of initial guesses in Bo…

math.NA2023★ 12 cited

Forward electromagnetic induction modelling in a multilayered half-space: An open-source software tool

Gian Piero Deidda, Patricia Díaz de Alba, Federica Pes +1

Electromagnetic induction (EMI) techniques are widely used in geophysical surveying. Their success is mainly due to their easy and fast data acquisition, but the effectiveness of d…

math.NA2022★ 7 cited

Regularized minimal-norm solution of an overdetermined system of first kind integral equations

Patricia Díaz de Alba, Luisa Fermo, Federica Pes +1

Overdetermined systems of first kind integral equations appear in many applications. When the right-hand side is discretized, the resulting finite-data problem is ill-posed and adm…

math.NA2021★ 17 cited

A doubly relaxed minimal-norm Gauss-Newton method for underdetermined nonlinear least-squares problems

Federica Pes, Giuseppe Rodriguez

When a physical system is modeled by a nonlinear function, the unknown parameters can be estimated by fitting experimental observations by a least-squares approach. Newton's method…