Deblurring by Solving a TV^p-Regularized Optimization Problem Using Split Bregman Method

Table 3

PSNRs of images in Figure 3.

Algorithms	PSNR values
DeblurSps	Figure 3(a)	Figure 3(b)	Figure 3(c)	Figure 3(d)
	29.26 dB	25.51 dB	29.11 dB	27.94 dB
TV_BOS	Figure 3(e)	Figure 3(f)	Figure 3(g)	Figure 3(h)
	27.37 dB	24.64 dB	27.56 dB	27.56 dB
NLTV_BOS	Figure 3(i)	Figure 3(j)	Figure 3(k)	Figure 3(l)
	27.80 dB	24.76 dB	27.98 dB	27.18 dB
SBMTV^1/4	Figure 3(m)	Figure 3(n)	Figure 3(o)	Figure 3(p)
	29.59 dB	27.11 dB	30.55 dB	29.20 dB
SBMTV^1/3	Figure 3(q)	Figure 3(r)	Figure 3(s)	Figure 3(t)
	29.68 dB	27.02 dB	30.75 dB	29.61 dB
SBMTV^4/5	Figure 3(u)	Figure 3(v)	Figure 3(w)	Figure 3(x)
	29.57 dB	27.05 dB	30.01 dB	29.66 dB