Detail publikace

Inverse Wavelet Interpolation of 3-D Ultrasound Images

Originální název

Inverse Wavelet Interpolation of 3-D Ultrasound Images

Anglický název

Inverse Wavelet Interpolation of 3-D Ultrasound Images

Jazyk

en

Originální abstrakt

The paper deals with interpolation of 3D ultrasound images represented by time sequences of 2D B-mode scans. The method exploits fast 3D dyadic discrete-time wavelet transform with Symlet (symmetric Daubechies) basis functions. 3D implementation of the wavelet transform allows zooming images with preservation of sharp edges for the following segmentation. Interpolation algorithm has been tested on images of isolated porcine heart.

Anglický abstrakt

The paper deals with interpolation of 3D ultrasound images represented by time sequences of 2D B-mode scans. The method exploits fast 3D dyadic discrete-time wavelet transform with Symlet (symmetric Daubechies) basis functions. 3D implementation of the wavelet transform allows zooming images with preservation of sharp edges for the following segmentation. Interpolation algorithm has been tested on images of isolated porcine heart.

BibTex


@inproceedings{BUT2509,
  author="Ivo {Provazník} and Petr {Fedra} and Milan {Kolka} and Martin {Skokan}",
  title="Inverse Wavelet Interpolation of 3-D Ultrasound Images",
  annote="The paper deals with interpolation of 3D ultrasound images represented by time sequences of 2D B-mode scans. The method exploits fast 3D dyadic discrete-time wavelet transform with Symlet (symmetric Daubechies) basis functions. 3D implementation of the wavelet transform allows zooming images with preservation of sharp edges for the following segmentation. Interpolation algorithm has been tested on images of isolated porcine heart.",
  address="IEEE Inc.",
  booktitle="Computers in Cardiology 2000",
  chapter="2509",
  institution="IEEE Inc.",
  year="2000",
  month="january",
  pages="623",
  publisher="IEEE Inc.",
  type="conference paper"
}