This paper addresses quality issues in Medical Image compression and proposes an approach to achieve near-lossless storage of digitized X-ray plates. An image is normalized to the standard deviation of its noise, which is estimated in an unsupervised fashion. The resulting bitmap is encoded without any further loss. The compression algorithm proposed is based on a two-stage recursive interpolation exploiting nonseparable median filtering a on a quincunx grid. The advantage is twofold: interpolation is performed from all error-free values and is unlikely to occur across edges, thereby reducing the coding cost of the outcome residuals. In addition, classification based on spatial context is employed to improve entropy coding. The scheme outperforms other established methods when applied to X-ray images.
A context-based recursive nonlinear interpolation for near-lossless coding of X-ray images / Bruno Aiazzi ; Stefano Baronti ; Franco Lotti ; Luciano Alparone. - STAMPA. - (1998), pp. 1-4. (Intervento presentato al convegno 9th European Signal Processing Conference (EUSIPCO 1998) tenutosi a Rhodes, Greece nel 8-11 Sept. 1998).
A context-based recursive nonlinear interpolation for near-lossless coding of X-ray images
Luciano Alparone
1998
Abstract
This paper addresses quality issues in Medical Image compression and proposes an approach to achieve near-lossless storage of digitized X-ray plates. An image is normalized to the standard deviation of its noise, which is estimated in an unsupervised fashion. The resulting bitmap is encoded without any further loss. The compression algorithm proposed is based on a two-stage recursive interpolation exploiting nonseparable median filtering a on a quincunx grid. The advantage is twofold: interpolation is performed from all error-free values and is unlikely to occur across edges, thereby reducing the coding cost of the outcome residuals. In addition, classification based on spatial context is employed to improve entropy coding. The scheme outperforms other established methods when applied to X-ray images.I documenti in FLORE sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.