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Original Articles

An inverse problem approach to stiffness mapping for early detection of breast cancer

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Pages 314-338 | Received 26 Nov 2011, Accepted 03 Jun 2012, Published online: 16 Jul 2012

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Read on this site (4)

T. Oğuz Topbaş & Ali Alkumru. (2023) A hybrid method for an inverse scattering problem related to cylindrical bodies buried in a half-space. Applied Mathematics in Science and Engineering 31:1.
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Lorraine G. Olson, Robert D. Throne, Emily I. Rusnak & Jonathan P. Gannon. (2021) Force-based stiffness mapping for early detection of breast cancer. Inverse Problems in Science and Engineering 29:12, pages 2239-2273.
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M. Yu. Medvedik, Yu. G. Smirnov & A. A. Tsupak. (2020) The two-step method for determining a piecewise-continuous refractive index of a 2D scatterer by near field measurements. Inverse Problems in Science and Engineering 28:3, pages 427-447.
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Lorraine G. Olson, Robert D. Throne, Adam J. Nolte, Allison Crump, Kaelyn Griffin, Tianhong Han, Nicolae Iovanac, Thomas Janssen, Michael Jones, Xiaoyin Ling & Michael Samp. (2019) An inverse problem approach to stiffness mapping for early detection of breast cancer: tissue phantom experiments. Inverse Problems in Science and Engineering 27:7, pages 1006-1037.
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Articles from other publishers (6)

Tian Xu, Zhen Wang, Yingda Hu, Shilun Du & Yong Lei. (2023) A multiple-data-based direct method for inverse problem in three-dimensional linear elasticity. International Journal of Mechanical Sciences 259, pages 108600.
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Tian Xu, Zhen Wang, Yingda Hu, Shilun Du, Ao Du, Zhenyang Yu & Yong Lei. (2023) A FEM-based direct method for identification of Young’s modulus and boundary conditions in three-dimensional linear elasticity from local observation. International Journal of Mechanical Sciences 237, pages 107797.
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Adair R. Aguiar & Edmar B. T. Prado. 2022. Advanced Materials Modelling for Mechanical, Medical and Biological Applications. Advanced Materials Modelling for Mechanical, Medical and Biological Applications 1 21 .
M Soltani, Mohammad Jabarifar, Farshad Moradi Kashkooli & Arman Rahmim. (2020) Evaluation of inverse methods for estimation of mechanical parameters in solid tumors. Biomedical Physics & Engineering Express 6:3, pages 035027.
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Erfan Asaadi, P. Stephan Heyns, Raphael T. Haftka & Mazdak Tootkaboni. (2019) On the value of test data for reducing uncertainty in material models: Computational framework and application to spherical indentation. Computer Methods in Applied Mechanics and Engineering 346, pages 513-529.
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Yue Mei, Ryan Fulmer, Vinayak Raja, Sicheng Wang & Sevan Goenezen. (2016) Estimating the non-homogeneous elastic modulus distribution from surface deformations. International Journal of Solids and Structures 83, pages 73-80.
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