D.P. Shahraki and B.B.Guzina (2020). “Homogenization of the wave equation with non-uniformly oscillating coefficients”

D.P. Shahraki and B.B.Guzina (2020). “Homogenization of the wave equation with non-uniformly oscillating coefficients”, arXiv

S. Meng, O. Oudghiri-Idrissi, and B.B. Guzina (2020). “A convergent low-wavenumber, high-frequency homogenization of the wave equation in periodic media with a source term”

S. Meng, O. Oudghiri-Idrissi, and B.B. Guzina (2020). “A convergent low-wavenumber, high-frequency homogenization of the wave equation in periodic media with a source term”, arXiv

A.A.S. Amad, A.A. Novotny, and B.B. Guzina (2020). “On the full-waveform inversion of seismic moment tensors”. Int. J. Solids Struct. (accepted)

A.A.S. Amad, A.A. Novotny, and B.B. Guzina (2020). “On the full-waveform inversion of seismic moment tensors”, Int. J. Solids Struct. (accepted)

R. Cornaggia and B.B. Guzina (2020). “Second-order homogenization of boundary and transmission conditions for one-dimensional waves in periodic media”, Int. J. Solids Struct., 188-9, 88-102.

R. Cornaggia and B.B. Guzina (2020). “Second-order homogenization of boundary and transmission conditions for one-dimensional waves in periodic media”, Int. J. Solids Struct., 1889, 88-102. Article

D.P. Shahraki et al. (2020). “C-elastography: in vitro feasibility phantom study”, Ultras. Med. Biol, 46, 1738-54.

D.P. Shahraki, V. Kumar, S. Ghavami, M.W. Urban, A. Alizad, B.B. Guzina, and M. Fatemi (2020). “C-elastography: in vitro feasibility phantom study “, Ultras. Med. Biol., 46, 1738-54. Article

T.P. Ngyen and B.B. Guzina (2019). “Generalized Linear Sampling Method for the inverse elastic scattering of fractures in finite bodies”, Inverse Problems, 35, 104002 (16pp).

T.P. Ngyen and B.B. Guzina (2019). “Generalized Linear Sampling Method for the inverse elastic scattering of fractures in finite bodies”, Inverse Problems, 35, 104002 (16pp). Article

F. Cakoni, B.B. Guzina, S. Moskow, and T. Pangburn (2019). “Scattering by a bounded highly oscillating periodic medium and the effect of boundary correctors”, SIAM J. Appl. Math., 79, 1448-1474.

F. Cakoni, B.B. Guzina, S. Moskow, and T. Pangburn (2019). “Scattering by a bounded highly oscillating periodic medium and the effect of boundary correctors”, SIAM J. Appl. Math., 79, 1448–1474. Article

B.B. Guzina, S. Meng and O. Oudghiri-Idrissi (2019). “A rational framework for dynamic homogenization at finite wavelengths and frequencies”, Proc. Roy. Soc. A, 475, 20180547 (30 pp).

B.B. Guzina, S. Meng and O. Oudghiri-Idrissi (2019). “A rational framework for dynamic homogenization at finite wavelengths and frequencies”, Proc. Roy. Soc. A, 475, 20180547 (30pp). Article

M. Bonnet, R. Cornaggia, and B.B. Guzina (2018). “Microstructural topological sensitivities of the second-order macroscopic model for waves in periodic media”, SIAM J. Appl. Math., 78, 2057-2082.

M. Bonnet, R. Cornaggia, and B.B. Guzina (2018). “Microstructural topological sensitivities of the second-order macroscopic model for waves in periodic media”, SIAM J. Appl. Math. 78, 2057–2082. Article

F. Pourahmadian and B.B. Guzina (2018). “On the elastic anatomy of heterogeneous fractures in rock”, Int. J. Rock. Mech. Min. Sci. 106, 259-268.

F. Pourahmadian and B.B. Guzina (2018). “On the elastic anatomy of heterogeneous fractures in rock”,  Int. J. Rock. Mech. Min. Sci. 106, 259-268. Article