PaperEddy current tomography using a binary Markov model
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Cited by (11)
Bayesian sparse solutions to linear inverse problems with non-stationary noise with Student-t priors
2015, Digital Signal Processing: A Review JournalCitation Excerpt :Between the classical inverse problems arising in signal and image processing, we mention here a few examples: Many other examples can be given in Microwave imaging [16,17], Ultrasound echography, Seismic imaging, Radio astronomy [18] Fluorescence imaging [100], Inverse scattering [19–22], Eddy current non-destructive testing [23], SAR imaging [24] etc. The rest of this paper is organized as follows: In the next section, the details of the above mentioned prior laws are given and the expression of the joint posterior law of all the unknowns is obtained.
A density-based fuzzy clustering technique for non-destructive detection of defects in materials
2007, NDT and E InternationalEddy current tomography for testing of ferromagnetic and non-magnetic materials
2014, Measurement Science and TechnologyRegularized inversion of a distributed point source model for the reconstruction of defects in eddy current imaging
2011, COMPEL - The International Journal for Computation and Mathematics in Electrical and Electronic Engineering
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