Used

Feature extraction/reduction using DWT

Feature extraction/reduction using DWT
  1. Why DWT is used in feature extraction?
  2. How is DWT used in image processing?
  3. Is wavelet transform a feature extraction?
  4. What is wavelet based feature extraction?

Why DWT is used in feature extraction?

12], a feature extraction method based on discrete wavelet transform (DWT) is proposed. The approximation coefficients of DWT together with some useful features from the high frequency coefficients selected by the maximum modulus method are used as features. A novel way to think of microarray data is as a signals set.

How is DWT used in image processing?

The DWT decomposes a digital signal into different subbands so that the lower frequency subbands have finer frequency resolution and coarser time resolution compared to the higher frequency subbands. DWT is the basis of the new JPEG2000 image compression standard.

Is wavelet transform a feature extraction?

Discrete wavelet transform is widely used in feature extraction step because it efficiently works in this field, as confirmed by the results of previous studies. The feature selection step is used to minimize dimensionality by excluding irrelevant features. This step is conducted using differential evolution.

What is wavelet based feature extraction?

These wavelet coefficients are used in extracting features from hyperspectral data. The wavelet transform is used to dissect the signal or pixel vector of a hyperspectral data into different frequency components and then depending upon the frequency components they are used in further processing.

Harmonics showing up in FFT of processed data
Why do harmonics show up in FFT?How do you remove harmonics from FFT?What are harmonics in Fourier transform?What are harmonics in signal processing?...
Significance of poles in a Transfer Function
Poles and Zeros of a transfer function are the frequencies for which the value of the denominator and numerator of transfer function becomes zero resp...
How is this system nonlinear
How do you know if a system is nonlinear?What makes a system nonlinear?Is this system linear or nonlinear?How can we say that a system of equation is...