Classification of IQA models based on reference availability and assessment methodology.
| IQA model | Reference availability | Assessment methodology | Remarks (strength and weakness) |
|---|---|---|---|
| PSNR | FR | Image fidelity | • Simple • Low correlation |
| NQM | FR | HVS model | • Better measureofadditive noisethanPSNR • 80% correlation to visual results |
| PSNR-HVS-M | FR | HVS model | • Incorporate CSF model • 98% correlation with subjective scores |
| VSNR | FR | HVS model | • Low computational complexity and memory requirements • Accommodate different viewing conditions • 88.9% correlation with subjective scores in LIVE database |
| SSIM | FR | Signal structure | • Easy to implement • Good correlation with subjective scores |
| MS-SSIM | FR | Signal structure | • Incorporate image details at different resolutions • Better correlation with subjective scores than SSIM |
| IFC | FR | Signal structure | • Use mutual information to quantify signal fidelity • Better correlation with subjective scores than SSIM |
| VIF | FR | Signal structure | • Use mutual information to quantify signal fidelity • Better correlation with subjective scores than IFC |
| RRIQA | RR | Signal structure | • Better performance than PSNR |
| MGA-based IQA | RR | Signal structure | • Good consistency with subjective scores • Low data rate to represent features |
| JNBM | NR | HVS model | • Can predict the relative amount of sharpness/blurriness in images |
| MREBN | NR | Signal structure | • Goodcorrelationwithsubjectivescores • Low computation load |
| FSIM | FR | Signal structure | • Use low-level features • Very good correlation with subjective scores |
| MAD | FR | HVS model | • Combine two different strategies to predict visual quality • Good correlation with subjective scores |
| MMF | FR | Learning-oriented | • Use machine learning to automatically fuse the scores from multiple quality metrics • Very high correlation with subjective scores • Can incorporate new IQA metrics |
| IQA model | Reference availability | Assessment methodology | Remarks (strength and weakness) |
|---|---|---|---|
| PSNR | FR | Image fidelity | • Simple • Low correlation |
| NQM | FR | HVS model | • Better measureofadditive noisethanPSNR • 80% correlation to visual results |
| PSNR-HVS-M | FR | HVS model | • Incorporate CSF model • 98% correlation with subjective scores |
| VSNR | FR | HVS model | • Low computational complexity and memory requirements • Accommodate different viewing conditions • 88.9% correlation with subjective scores in LIVE database |
| SSIM | FR | Signal structure | • Easy to implement • Good correlation with subjective scores |
| MS-SSIM | FR | Signal structure | • Incorporate image details at different resolutions • Better correlation with subjective scores than SSIM |
| IFC | FR | Signal structure | • Use mutual information to quantify signal fidelity • Better correlation with subjective scores than SSIM |
| VIF | FR | Signal structure | • Use mutual information to quantify signal fidelity • Better correlation with subjective scores than IFC |
| RRIQA | RR | Signal structure | • Better performance than PSNR |
| MGA-based IQA | RR | Signal structure | • Good consistency with subjective scores • Low data rate to represent features |
| JNBM | NR | HVS model | • Can predict the relative amount of sharpness/blurriness in images |
| MREBN | NR | Signal structure | • Goodcorrelationwithsubjectivescores • Low computation load |
| FSIM | FR | Signal structure | • Use low-level features • Very good correlation with subjective scores |
| MAD | FR | HVS model | • Combine two different strategies to predict visual quality • Good correlation with subjective scores |
| MMF | FR | Learning-oriented | • Use machine learning to automatically fuse the scores from multiple quality metrics • Very high correlation with subjective scores • Can incorporate new IQA metrics |