Number of items at this level: **9**.

## A

Arnone, Eleonora and Azzimonti, Laura and Nobile, Fabio and Sangalli, Laura Maria
(2019)
*
Modeling spatially dependent functional data via regression with differential regularization.
*
UNSPECIFIED.
*Journal of Multivariate Analysis*, 170.
pp. 275-295.

Arnone, Eleonora and Azzimonti, Laura and Nobile, Fabio and Sangalli, Laura Maria
(2017)
*
A time-dependent PDE regularization to model functional data defined over spatio-temporal domains.
*
UNSPECIFIED.
In:
Functional Statistics and Related Fields.
Springer International Publishing, pp. 41-44.

Azzimonti, Laura and Nobile, Fabio and Sangalli, Laura Maria and Secchi, Piercesare
(2014)
*
Mixed finite elements for spatial regression with PDE penalization.
*
UNSPECIFIED.
*SIAM/ASA Journal on Uncertainty Quantification*, 2 (1).
pp. 305-335.

Azzimonti, Laura and Sangalli, Laura Maria and Secchi, Piercesare and Domanin, Maurizio and Nobile, Fabio
(2015)
*
Blood flow velocity field estimation via spatial regression with PDE penalization.
*
UNSPECIFIED.
*Journal of the American Statistical Association, Theory and Methods Section*, 110 (511).
pp. 1057-1071.

## C

Casciola, Giulio and Franchini, Elena and Romani, Lucia
(2006)
*
The mixed directional difference-summation algorithm for generating the Bèzier net of a trivariate four-direction Box-spline.
*
UNSPECIFIED.
*Numerical Algorithms*.

## F

Franchini, Elena and Morigi, Serena and Sgallari, Fiorella
(2009)
*
Composed Segmentation of Tubular Structures by
an Anisotropic PDE Model.
*
UNSPECIFIED.
In:
Scale Space and Variational Methods in Computer Vision. SSVM 2009. Lecture Notes in Computer Science.
Springer, Berlin, Heidelberg.

Franchini, Elena and Morigi, Serena and Sgallari, Fiorella
(2010)
*
Implicit shape reconstruction of unorganized points
using PDE-based deformable 3D manifolds.
*
UNSPECIFIED.
*Numerical Mathematics: Theory, Methods and Applications*.

Franchini, Elena and Morigi, Serena and Sgallari, Fiorella
(2010)
*
Segmentation of 3D tubular structures by a PDE-based
anisotropic diffusion model.
*
UNSPECIFIED.
In:
Mathematical Methods for Curves and Surfaces. MMCS 2008. Lecture Notes in Computer Science.
Springer, Berlin, Heidelberg.

## G

Guerciotti, Bruno and Vergara, Christian and Azzimonti, Laura and Forzenigo, Laura and Buora, Adelaide and Biondetti, Piero and Domanin, Maurizio
(2016)
*
Computational study of the fluid-dynamics in carotids before and after endarterectomy.
*
UNSPECIFIED.
*Journal of Biomechanics*, 49 (1).
pp. 26-38.

This list was generated on **Wed Jun 19 11:40:21 2019 CEST**.