A filter bank is used to split apart the individual receive beams.

They do not provide treatment to improve water quality, though some are attached to a media filter bank to remove pollutants.

The tree is known as a filter bank.

Another application of filter banks is signal compression, when some frequencies are more important than others.

For instance, one could use the sound of a synthesizer as the input to the filter bank, a technique that became popular in the 1970s.

A filter bank may be used to decompose the individual color matching functions if more accuracy is desired.

Every two perfect reconstructable filter banks can be transformed into each other by a sequence of lifting steps.

Look here; this filter bank isn't slotted accurately.

Contourlet transform is a double filter bank structure.

Therefore, usually, a filter bank consisting of Gabor filters with various scales and rotations is created.

It is useful to use specialized filter banks to separate frequency bands prior to beamforming.

In digital signal processing, the term filter bank is also commonly applied to a bank of receivers.

The idea can be expanded (as used in the DWT) to create a filter bank with a number of levels.

Every perfect reconstruction filter bank can be decomposed into lifting steps by the Euclidean algorithm.

To obtain this, the filter bank outputs are half-wave rectified followed by a square root.

The first part model the construction of the signal with a Discrete Fourier transform and filter banks.

Today most - but not all - researchers believe that they use cross-correlation, but in an incoherent form, termed a filter bank receiver.

This was due to the Ondioline's filter bank, which featured an array of 15 slider switches for various tones.

Some practical uses of frames today include robust coding and design and analysis of filter banks.

These filter banks are called the wavelet and scaling coefficients in wavelets nomenclature.

The audio signal is first split into 4 bands using a 4 band polyphase quadrature filter bank.

First, a digital filter bank divides the input signal spectrum into some number (e.g., 32) of subbands.

Paraunitary matrices occur in the construction of filter banks used in multirate digital systems.

And each element of a graphic equalizer based on a filter bank includes one such element whose Q is not adjustable by the user.

When analyzing filter banks and MIMO systems, it is often useful to consider vectors of signals.