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Modeling of Soft Poroelastic Tissue in Time-Harmonic MR Elastography.

, , , , and . IEEE Trans. Biomed. Eng., 56 (3): 598-608 (2009)

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Spatially-Resolved Hydraulic Conductivity Estimation Via Poroelastic Magnetic Resonance Elastography., , , and . IEEE Trans. Med. Imaging, 33 (6): 1373-1380 (2014)Automated multiscale elastic image registration using correlation., , , and . Medical Imaging: Image Processing, volume 3661 of SPIE Proceedings, SPIE, (1999)Magnetic Resonance Poroelastography: An Algorithm for Estimating the Mechanical Properties of Fluid-Saturated Soft Tissues., , , , and . IEEE Trans. Med. Imaging, 29 (3): 746-755 (2010)Shear modulus estimation using parallelized partial volumetric reconstruction., , , , , , and . IEEE Trans. Med. Imaging, 23 (11): 1404-1416 (2004)Gradient-Based Optimization for Poroelastic and Viscoelastic MR Elastography., , , , , , and . IEEE Trans. Med. Imaging, 36 (1): 236-250 (2017)Wavelet transform domain filters: a spatially selective noise filtration technique., , , and . IEEE Trans. Image Process., 3 (6): 747-758 (1994)Nonlinear Inversion MR Elastography With Low-Frequency Actuation., , , , , , and . IEEE Trans. Medical Imaging, 39 (5): 1775-1784 (2020)A Dynamic Mechanical Analysis Technique for Porous Media., , , and . IEEE Trans. Biomed. Eng., 62 (2): 443-449 (2015)Distinguishing Nanoparticle Aggregation from Viscosity Changes in MPS/MSB Detection of Biomarkers., , , , and . Sensors, 22 (17): 6690 (2022)Magnetic Resonance Elastography in the breast: initial reconstructions of damping coefficient., , , and . ISBI, page 157-160. IEEE, (2002)