Tanja Tarvainen

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Simon ARRIDGEUniversity College LondonAdresse e-mail validée de cs.ucl.ac.uk
Jari KaipioUniversity of AucklandAdresse e-mail validée de math.auckland.ac.nz
Marko VauhkonenDepartment of Applied Physics, University of Eastern FinlandAdresse e-mail validée de uef.fi
Ben CoxUniversity College LondonAdresse e-mail validée de ucl.ac.uk
Meghdoot MozumderUniversity of Eastern Finland, KuopioAdresse e-mail validée de uef.fi
Martin SchweigerUniversity College LondonAdresse e-mail validée de ucl.ac.uk
Teemu SahlströmUniversity of Eastern FinlandAdresse e-mail validée de uef.fi
Andreas HauptmannAcademy Research Fellow & Associate Professor, University of OuluAdresse e-mail validée de oulu.fi
Ilkka NissiläStaff Scientist, Aalto UniversityAdresse e-mail validée de aalto.fi
Aleksi LeinoUniversity of HelsinkiAdresse e-mail validée de helsinki.fi
Ossi LehtikangasSilo AIAdresse e-mail validée de uef.fi
Jussi ToivanenDepartment of Technical Physics, University of Eastern FinlandAdresse e-mail validée de uef.fi
HELCIO ORLANDEFEDERAL UNIVERSITY OF RIO DE JANEIROAdresse e-mail validée de mecanica.coppe.ufrj.br
Teedah SaratoonDepartment for EducationAdresse e-mail validée de education.gov.uk
Lasse HeikkinenUniversity of Eastern FinlandAdresse e-mail validée de uef.fi
Erkki SomersaloProfessor of Mathematics, Case Western Reserve UniversityAdresse e-mail validée de case.edu
Janne HuttunenNokia Bell Labs, EspooAdresse e-mail validée de nokia.com
Carola-Bibiane SchönliebDAMTP, University of CambridgeAdresse e-mail validée de cam.ac.uk
Arnold D. KimProfessor of Applied Mathematics, University of California, MercedAdresse e-mail validée de ucmerced.edu
Kalle KotilahtiAalto UniversityAdresse e-mail validée de alumni.aalto.fi

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Tanja Tarvainen

Professor, University of Eastern Finland, Department of Technical Physics

Adresse e-mail validée de uef.fi - Page d'accueil

inverse problems Bayesian methods uncertainty quantification tomography radiative transfer


Titre Trier par citations Trier par année Trier par titre	Citée par Citée par	Année
Approximation errors and model reduction with an application in optical diffusion tomography SR Arridge, JP Kaipio, V Kolehmainen, M Schweiger, E Somersalo, ... Inverse Problems 22 (1), 175, 2006	282	2006
Coupled radiative transfer equation and diffusion approximation model for photon migration in turbid medium with low-scattering and non-scattering regions T Tarvainen, M Vauhkonen, V Kolehmainen, SR Arridge, JP Kaipio Physics in Medicine & Biology 50 (20), 4913, 2005	152	2005
A gradient-based method for quantitative photoacoustic tomography using the radiative transfer equation T Saratoon, T Tarvainen, BT Cox, SR Arridge Inverse Problems 29 (7), 075006, 2013	151	2013
Simultaneous reconstruction of electrode contact impedances and internal electrical properties: I. Theory T Vilhunen, JP Kaipio, PJ Vauhkonen, T Savolainen, M Vauhkonen Measurement Science and Technology 13 (12), 1848, 2002	143	2002
Hybrid radiative-transfer-diffusion model for optical tomography T Tarvainen, M Vauhkonen, V Kolehmainen, JP Kaipio Applied optics 44 (6), 876-886, 2005	122	2005
Simultaneous reconstruction of electrode contact impedances and internal electrical properties: II. Laboratory experiments LM Heikkinen, T Vilhunen, RM West, M Vauhkonen Measurement Science and Technology 13 (12), 1855, 2002	120	2002
Reconstructing absorption and scattering distributions in quantitative photoacoustic tomography T Tarvainen, BT Cox, JP Kaipio, SR Arridge Inverse Problems 28 (8), 084009, 2012	115	2012
An approximation error approach for compensating for modelling errors between the radiative transfer equation and the diffusion approximation in diffuse optical tomography T Tarvainen, V Kolehmainen, A Pulkkinen, M Vauhkonen, M Schweiger, ... Inverse Problems 26 (1), 015005, 2010	97	2010
Gauss–Newton reconstruction method for optical tomography using the finite element solution of the radiative transfer equation T Tarvainen, M Vauhkonen, SR Arridge Journal of Quantitative Spectroscopy and Radiative Transfer 109 (17), 2767-2778, 2008	97	2008
ValoMC: a Monte Carlo software and MATLAB toolbox for simulating light transport in biological tissue AA Leino, A Pulkkinen, T Tarvainen OSA Continuum 2 (3), 957-972, 2019	96	2019
Finite element model for the coupled radiative transfer equation and diffusion approximation T Tarvainen, M Vauhkonen, V Kolehmainen, JP Kaipio International journal for numerical methods in engineering 65 (3), 383-405, 2006	95	2006
Marginalization of uninteresting distributed parameters in inverse problems—application to diffuse optical tomography V Kolehmainen, T Tarvainen, SR Arridge, JP Kaipio International Journal for Uncertainty Quantification 1 (1), 2011	88	2011
Instrumentation and calibration methods for the multichannel measurement of phase and amplitude in optical tomography I Nissilä, T Noponen, K Kotilahti, T Katila, L Lipiäinen, T Tarvainen, ... Review of scientific instruments 76, 044302, 2005	82	2005
Bayesian image reconstruction in quantitative photoacoustic tomography T Tarvainen, A Pulkkinen, BT Cox, JP Kaipio, SR Arridge Medical Imaging, IEEE Transactions on 32 (12), 2287-2298, 2013	77	2013
A Bayesian approach to spectral quantitative photoacoustic tomography A Pulkkinen, BT Cox, SR Arridge, JP Kaipio, T Tarvainen Inverse Problems 30 (6), 065012, 2014	76	2014
Approximation errors and model reduction in three-dimensional diffuse optical tomography V Kolehmainen, M Schweiger, I Nissilä, T Tarvainen, SR Arridge, ... JOSA A 26 (10), 2257-2268, 2009	69	2009
Direct estimation of optical parameters from photoacoustic time series in quantitative photoacoustic tomography A Pulkkinen, BT Cox, SR Arridge, H Goh, JP Kaipio, T Tarvainen IEEE Transactions on Medical Imaging 35 (11), 2497-2508, 2016	62	2016
Image reconstruction with uncertainty quantification in photoacoustic tomography J Tick, A Pulkkinen, T Tarvainen The Journal of the Acoustical Society of America 139 (4), 1951-1961, 2016	56	2016
On learned operator correction in inverse problems S Lunz, A Hauptmann, T Tarvainen, CB Schönlieb, S Arridge Society for Industrial and Applied Mathematics, 2020	55	2020
Multiple illumination quantitative photoacoustic tomography using transport and diffusion models BT Cox, T Tarvainen, S Arridge Tomography and Inverse Transport Theory 559, 1-12, 2011	53	2011

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