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Tanja Tarvainen
Tanja Tarvainen
Professor, University of Eastern Finland, Department of Technical Physics
Verifisert e-postadresse på uef.fi - Startside
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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
2842006
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
1502013
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
1492005
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
1442002
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
1222002
Hybrid radiative-transfer-diffusion model for optical tomography
T Tarvainen, M Vauhkonen, V Kolehmainen, JP Kaipio
Applied optics 44 (6), 876-886, 2005
1172005
Reconstructing absorption and scattering distributions in quantitative photoacoustic tomography
T Tarvainen, BT Cox, JP Kaipio, SR Arridge
Inverse Problems 28 (8), 084009, 2012
1112012
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
952019
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
952010
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
952008
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
952006
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
932011
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
852005
Single-stage approach for estimating optical parameters in spectral quantitative photoacoustic tomography
M Suhonen, A Pulkkinen, T Tarvainen
JOSA A 41 (3), 527-542, 2024
772024
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
772013
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
732009
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
592016
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
552016
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
532011
On learned operator correction in inverse problems
S Lunz, A Hauptmann, T Tarvainen, CB Schönlieb, S Arridge
Society for Industrial and Applied Mathematics, 2020
522020
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Artikler 1–20