Review Article

Application of Compressive Sensing to Ultrasound Images: A Review

Table 2

CS reconstruction algorithm based on sparsifying transforms.

S/NReferenceMethodAverage MAE

1[39]Model basis
(i) Wavelet atom
(ii) D cosine T
(iii) DFT reconstruction
(iv) L1 minimization
(v) BSB
L1-FT1.8994e − 04
L1-DCT1.3124e − 04
L1-WA1.2161e − 04
BSBL-FT1.3693e − 04
BSBL-DCT9.5381e − 05
BSBL-WA1.6805e − 04

2[37]Model basis
(i) Directional wave atoms
(ii) Daubechies wavelets
(iii) Fourier transform
L1-wavelet1.5163e − 03
L1-DCT8.3572e − 04
L1-W atom5.5428e − 04

3[38]Model basis
(i) DWT
(ii) DCT Reconstruction
Convex optimization
L1 minimization
MSE
CS-flow 12.34
CS-flow 22.95
CS-flow 34.34

4[40]Model basis
(i) curvelets
(ii) Wavelet
(iii) Cosine
(iv) Fourier
MethodPSNRSSIM
Cyst phantom image
Frequency domain25.7580.726
Time domain22.8570.701
Liver image
Frequency domain320.783
Time domain20.20.741

5[32](i) Approximate messaging passing model basis
(ii) DCT
(iii) Wavelet
(iv) Spatial domain ST and ABE as denoiser
Time ST9.090.14
Time ABE8.570.09
Wavelet ST12.460.28
Wavelet ABE12.380.25
DCT ST18.560.54
DCT ABE23.950.80