Francois Monard

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Guillaume BalProfessor of Applied Mathematics, University of ChicagoVerified email at uchicago.edu
Gabriel PaternainUniversity of CambridgeVerified email at dpmms.cam.ac.uk
chenxi guoPh.D student in Applied Mathematics, Columbia UniversityVerified email at columbia.edu
Gunther UhlmannUniversity of WashingtonVerified email at math.washington.edu
Richard NicklUniversity of CambridgeVerified email at statslab.cam.ac.uk
Faouzi TrikiGrenoble-Alpes University, GrenobleVerified email at univ-grenoble-alpes.fr
Eric BonnetierUniversité Grenoble-AlpesVerified email at univ-grenoble-alpes.fr
Ian LangmoreGoogleVerified email at google.com
Plamen StefanovPurdue UniversityVerified email at math.purdue.edu
Joonas IlmavirtaAcademy research fellow, Tampere UniversityVerified email at jyu.fi
Cédric BellisAix Marseille Univ, CNRS, Centrale Marseille, LMA UMR 7031, Marseille, FranceVerified email at lma.cnrs-mrs.fr
Sébastien ImperialeInria Saclay, Project-Team M3DISIMVerified email at inria.fr
Axel OssesPhD Applied Mathematics (U. de Chile)Verified email at dim.uchile.cl
Francisco Romero-HinrichsenUniversity Assistant, University of GrazVerified email at uni-graz.at
Sean HolmanSchool of Mathematics, University of ManchesterVerified email at manchester.ac.uk
Yernat AssylbekovPostdoctoral Research Associate, Rice UniversityVerified email at rice.edu
colin guillarmouUniv. Paris SudVerified email at math.cnrs.fr
Donsub RimCourant InstituteVerified email at nyu.edu
Rohit Kumar MishraDepartment of Mathematics, University of Texas at Arlington.Verified email at uta.edu

Francois Monard

University of California Santa Cruz

Verified email at ucsc.edu - Homepage

Inverse problems analysis partial differential equations integral geometry


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Inverse diffusion from knowledge of power densities G Bal, E Bonnetier, F Monard, F Triki arXiv preprint arXiv:1110.4577, 2011	75	2011
Inverse diffusion problems with redundant internal information F Monard, G Bal arXiv preprint arXiv:1106.4277, 2011	44	2011
Inverse anisotropic diffusion from power density measurements in two dimensions F Monard, G Bal Inverse Problems 28 (8), 084001, 2012	42	2012
Inverse transport with isotropic sources and angularly averaged measurements G Bal, I Langmore, F Monard Inverse Problems & Imaging 2 (1), 23, 2008	42	2008
Numerical implementation of geodesic X-ray transforms and their inversion F Monard SIAM Journal on Imaging Sciences 7 (2), 1335-1357, 2014	35	2014
Integral geometry on manifolds with boundary and applications J Ilmavirta, F Monard The Radon Transform: The First 100, 43-114, 2019	34	2019
Inverse anisotropic conductivity from power densities in dimension n≥ 3 F Monard, G Bal Communications in Partial Differential Equations 38 (7), 1183-1207, 2013	33	2013
Efficient nonparametric Bayesian inference for -ray transforms F Monard, R Nickl, GP Paternain Annals of Statistics 47 (2), 1113-1147, 2019	32	2019
The geodesic ray transform on Riemannian surfaces with conjugate points F Monard, P Stefanov, G Uhlmann Communications in Mathematical Physics 337 (3), 1491-1513, 2015	30	2015
Inverse anisotropic conductivity from internal current densities G Bal, C Guo, F Monard Inverse Problems 30 (2), 025001, 2014	29	2014
Reconstruction of constitutive parameters in isotropic linear elasticity from noisy full-field measurements G Bal, C Bellis, S Imperiale, F Monard Inverse Problems 30 (12), 125004, 2014	28	2014
Efficient tensor tomography in fan-beam coordinates F Monard arXiv preprint arXiv:1510.05132, 2015	23	2015
Inversion of the attenuated geodesic X-ray transform over functions and vector fields on simple surfaces F Monard SIAM Journal on Mathematical Analysis 48 (2), 1155-1177, 2016	21	2016
Reconstruction of a fully anisotropic elasticity tensor from knowledge of displacement fields G Bal, F Monard, G Uhlmann SIAM Journal on Applied Mathematics 75 (5), 2214-2231, 2015	20	2015
Linearized internal functionals for anisotropic conductivities G Bal, C Guo, F Monard arXiv preprint arXiv:1302.3354, 2013	18	2013
An accurate solver for forward and inverse transport F Monard, G Bal Journal of Computational Physics 229 (13), 4952-4979, 2010	18	2010
Simultaneous source and attenuation reconstruction in SPECT using ballistic and single scattering data M Courdurier, F Monard, A Osses, F Romero Inverse Problems 31 (9), 095002, 2015	17	2015
The attenuated geodesic x-ray transform S Holman, F Monard, P Stefanov Inverse Problems 34 (6), 064003, 2018	16	2018
On reconstruction formulas for the ray transform acting on symmetric differentials on surfaces F Monard Inverse Problems 30 (6), 065001, 2014	16	2014
Imaging of anisotropic conductivities from current densities in two dimensions G Bal, C Guo, F Monard SIAM Journal on Imaging Sciences 7 (4), 2538-2557, 2014	16	2014

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