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15 March 2011 Correlated-polarity noise reduction: feasibility of a new statistical approach to reduce image noise
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Reduction of image noise is an important goal in producing the highest quality medical images. A very important benefit of reducing image noise is the ability to reduce patient exposure while maintaining adequate image quality. Various methods have been described in the literature for reducing image noise by means of image processing, both deterministic and statistical. Deterministic methods tend to degrade image resolution or lead to artifacts or non-uniform noise texture that does not look "natural" to the observer. Statistical methods, including Bayesian estimation, have been successfully applied to image processing, but may require more time-consuming steps of computing priors. The approach described in this paper uses a new statistical method we have developed in our laboratory to reduce image noise. This approach, Correlated-Polarity Noise Reduction (CPNR), makes an estimate of the polarity of noise at a given pixel, and then subtracts a random value from a normal distribution having a sign that matches the estimated polarity of the noise in the pixel. For example, if the noise is estimated to be positive in a given pixel, then a random number that is also positive will be subtracted from that pixel. The CPNR method reduces the noise in an image by about 20% per iteration, with little negative impact on image resolution, few artifacts, and final image noise characteristics that appears "normal." Examples of the feasibility of this approach are presented in application to radiography and CT, but it also has potential utility in tomosynthesis and fluoroscopy.
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James T. Dobbins III and Jered R. Wells "Correlated-polarity noise reduction: feasibility of a new statistical approach to reduce image noise", Proc. SPIE 7961, Medical Imaging 2011: Physics of Medical Imaging, 79610A (15 March 2011);

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