Detail publikace

New Application for the Edge Detection Algorithm. International Journal

ŠKORPIL, V. ŠŤASTNÝ, J.

Český název

New Application for the Edge Detection Algorithm. International Journal

Anglický název

New Application for the Edge Detection Algorithm. International Journal

Typ

článek v časopise - ostatní, Jost

Jazyk

en

Originální abstrakt

The wavelet transform is a comparatively new and fast developing method for analysing signals. The main advantage of applying the wavelet transform to the detection of edges in an image is the possibility of choosing the size of the details that will be detected. The size of detected edges is set by the wavelet scale. In the case of the discrete wavelet transform the choice of the scale is performed by multiple signal passage through the wavelet filter. When processing a 2-D image, the wavelet analysis is performed separately for the horizontal and the vertical function. The vertical and the horizontal edges are thus detected separately. The wavelet transform will split the input signal into two components. One contains the low-frequency (LP) part of input signal, which corresponds to major changes in the function (individual objects in the image, etc.). The other part contains the high-frequency (HP) part of input signal, which corresponds to details in the function (noise, edges, etc.). This signal component is not processed on the next level of transformation.

Český abstrakt

The wavelet transform is a comparatively new and fast developing method for analysing signals. The main advantage of applying the wavelet transform to the detection of edges in an image is the possibility of choosing the size of the details that will be detected. The size of detected edges is set by the wavelet scale. In the case of the discrete wavelet transform the choice of the scale is performed by multiple signal passage through the wavelet filter. When processing a 2-D image, the wavelet analysis is performed separately for the horizontal and the vertical function. The vertical and the horizontal edges are thus detected separately. The wavelet transform will split the input signal into two components. One contains the low-frequency (LP) part of input signal, which corresponds to major changes in the function (individual objects in the image, etc.). The other part contains the high-frequency (HP) part of input signal, which corresponds to details in the function (noise, edges, etc.). This signal component is not processed on the next level of transformation.

Anglický abstrakt

The wavelet transform is a comparatively new and fast developing method for analysing signals. The main advantage of applying the wavelet transform to the detection of edges in an image is the possibility of choosing the size of the details that will be detected. The size of detected edges is set by the wavelet scale. In the case of the discrete wavelet transform the choice of the scale is performed by multiple signal passage through the wavelet filter. When processing a 2-D image, the wavelet analysis is performed separately for the horizontal and the vertical function. The vertical and the horizontal edges are thus detected separately. The wavelet transform will split the input signal into two components. One contains the low-frequency (LP) part of input signal, which corresponds to major changes in the function (individual objects in the image, etc.). The other part contains the high-frequency (HP) part of input signal, which corresponds to details in the function (noise, edges, etc.). This signal component is not processed on the next level of transformation.

Klíčová slova anglicky

Wavelet transform, Edge detection, Image, Signal, Analysis

Rok RIV

2003

Vydáno

26.04.2003

ISSN

1109-2750

Časopis

WSEAS Transactions on Computers

Ročník

2

Číslo

2

Počet stran

5

BIBTEX


@article{BUT41662,
  author="Vladislav {Škorpil} and Jiří {Šťastný},
  title="New Application for the Edge Detection Algorithm. International Journal",
  journal="WSEAS Transactions on Computers",
  year="2003",
  volume="2",
  number="2",
  month="April",
  issn="1109-2750"
}