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Fig. 7 Frequency responses of the filters designed by the proposed method and the referenced methods.
Fig. 3 Frequency responses of filters designed by the proposed method and the referenced methods.
In Fig. 7, we give the frequency responses of proposed H 2, H ∞, and l 1 norm-based filters compared with the referenced methods.
Figure 3 depicts the frequency responses of H 2, H ∞, and l 1 norm-based filters compared with the referenced methods in [6] and [11].
The porosity was calculated using an experimental formula developed by direct observation, which was used in combination with other referenced methods.
However, for more complex noise models such as mixture of impulsive and Gaussian, uniform noise, or Poisson noise that better explains the real camera noise, the proposed method yields higher PSNR and better subjective quality than the above referenced methods.
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That is, the proposed method outperforms the reference methods.
No-reference methods rely only on the degraded video.
Herein, we discuss its advantages to the reference methods.
Significant improvement over both reference methods can be seen.
One example is the implementation of multi-reference methods.
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