Dario Prandi

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Ugo BoscainCNRS, Sorbonne UniversitéVerified email at polytechnique.edu
gauthier, jp gauthier, jean paul gauthie...Université de ToulonVerified email at univ-tln.fr
Valentina FranceschiDipartimento di Matematica, Università di PadovaVerified email at unipd.it
Yacine Chitourprofessor of control theory, université Paris-SaclayVerified email at l2s.centralesupelec.fr
Luca RizziSISSA (Trieste)Verified email at univ-grenoble-alpes.fr
Luca CalatroniMaLGa Machine Learning Genoa Center - Università degli studi di GenovaVerified email at unige.it
Marcello SeriBernoulli Insititute, University of GroningenVerified email at rug.nl
Marcelo BertalmíoSenior Research Scientist, Spanish National Research Council (CSIC)Verified email at csic.es
Benedetta FranceschielloAssociate Professor, School of Engineering, HES-SO Valais-WallisVerified email at hevs.ch
Cyprien TamekueWashington University in St. LouisVerified email at wustl.edu
Roman ChertovskihUniversity of PortoVerified email at fe.up.pt
Ludovic SacchelliInria Sophia AntipolisVerified email at inria.fr
Frédéric JeanProfesseur de mathématiques, UMA, ENSTA ParisVerified email at ensta-paris.fr
mario sigalottiInriaVerified email at inria.fr
AMINE BOHIResearch & Associate Professor at CESI LINEACT UR7527Verified email at cesi.fr
frédéric BoucharaUniversité de Toulon, LIS UMR CNRS 7020Verified email at univ-tln.fr
Davide BarilariFull Professor, Università degli Studi di PadovaVerified email at math.unipd.it
Alexandra Gomez-VillaPostdoctoral Researcher, Computer Vision Center, UABVerified email at cvc.uab.es
Jean-Baptiste PometINRIA Sophia Antipolis, FranceVerified email at inria.fr
riccardo adamiPolitecnico di TorinoVerified email at polito.it

Dario Prandi

L2S - CentraleSupelec, Université Paris-Saclay

Verified email at centralesupelec.fr - Homepage

geometric control theory diffusions on singular manifolds


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
Self-adjoint extensions and stochastic completeness of the Laplace–Beltrami operator on conic and anticonic surfaces U Boscain, D Prandi Journal of Differential Equations 260 (4), 3234-3269, 2016	50*	2016
Quantum confinement on non-complete Riemannian manifolds D Prandi, L Rizzi, M Seri Journal of Spectral Theory 8 (4), 1221-1280, 2018	45	2018
On the essential self-adjointness of singular sub-Laplacians V Franceschi, D Prandi, L Rizzi Potential Analysis 53, 89-112, 2020	39	2020
Highly corrupted image inpainting through hypoelliptic diffusion UV Boscain, R Chertovskih, JP Gauthier, D Prandi, A Remizov Journal of Mathematical Imaging and Vision 60, 1231-1245, 2018	33	2018
Spectral analysis and the Aharonov-Bohm effect on certain almost-Riemannian manifolds U Boscain, D Prandi, M Seri Communications in Partial Differential Equations 41 (1), 32-50, 2016	32	2016
On the regularity of abnormal minimizers for rank 2 sub-Riemannian structures D Barilari, Y Chitour, F Jean, D Prandi, M Sigalotti Journal de Mathématiques Pures et Appliquées 133, 118-138, 2020	27	2020
Visual illusions via neural dynamics: Wilson–Cowan-type models and the efficient representation principle M Bertalmío, L Calatroni, V Franceschi, B Franceschiello, A Gomez Villa, ... Journal of neurophysiology 123 (5), 1606-1618, 2020	26	2020
Image reconstruction via non-isotropic diffusion in Dubins/Reed-Shepp-like control systems U Boscain, JP Gauthier, D Prandi, A Remizov 53rd IEEE Conference on Decision and Control, 4278-4283, 2014	23	2014
A semidiscrete version of the Citti-Petitot-Sarti model as a plausible model for anthropomorphic image reconstruction and pattern recognition D Prandi, JP Gauthier Springer, 2018	21	2018
Cortical-inspired Wilson–Cowan-type equations for orientation-dependent contrast perception modelling M Bertalmio, L Calatroni, V Franceschi, B Franceschiello, D Prandi Journal of Mathematical Imaging and Vision 63, 263-281, 2021	17	2021
A cortical-inspired model for orientation-dependent contrast perception: a link with Wilson-Cowan equations M Bertalmío, L Calatroni, V Franceschi, B Franceschiello, D Prandi Scale Space and Variational Methods in Computer Vision: 7th International …, 2019	16	2019
Fourier descriptors based on the structure of the human primary visual cortex with applications to object recognition A Bohi, D Prandi, V Guis, F Bouchara, JP Gauthier Journal of Mathematical Imaging and Vision 57, 117-133, 2017	16	2017
A sub-Riemannian Santaló formula with applications to isoperimetric inequalities and first Dirichlet eigenvalue of hypoelliptic operators D Prandi, L Rizzi, M Seri Journal of differential geometry 111 (2), 339-379, 2019	14*	2019
Image processing in the semidiscrete group of rototranslations D Prandi, U Boscain, JP Gauthier Geometric Science of Information: Second International Conference, GSI 2015 …, 2015	13	2015
Hardy-type inequalities for the Carnot–Carathéodory distance in the heisenberg group V Franceschi, D Prandi The Journal of Geometric Analysis 31 (3), 2455-2480, 2021	11	2021
Complexity of control-affine motion planning F Jean, D Prandi SIAM Journal on Control and Optimization 53 (2), 816-844, 2015	10	2015
A bio-inspired geometric model for sound reconstruction U Boscain, D Prandi, L Sacchelli, G Turco The Journal of Mathematical Neuroscience 11 (1), 2, 2021	9	2021
A cortical-inspired sub-Riemannian model for Poggendorff-type visual illusions E Baspinar, L Calatroni, V Franceschi, D Prandi Journal of Imaging 7 (3), 41, 2021	8	2021
Cortical-inspired image reconstruction via sub-Riemannian geometry and hypoelliptic diffusion U Boscain, R Chertovskih, JP Gauthier, D Prandi, A Remizov ESAIM: Proceedings and Surveys 64, 37-53, 2018	8	2018
Recent results on the essential self-adjointness of sub-Laplacians, with some remarks on the presence of characteristic points V Franceschi, D Prandi, L Rizzi Séminaire de théorie spectrale et géométrie 33, 1-15, 2015	8	2015

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