A window is derived whose Fourier transform magnitude is unimodal and whose processing gain against white noise is maximized. As such, the spectral window does not exhibit sidelobes and is as narrow in frequency as possible. It should be useful for a variety of signal processing applications. © 1999 IEEE
Windowing of discrete signals by temporal weighting is an essential tool for spectral analysis and p...
The discrete Fourier transform is extensively applied in spectrum analysis. However, the sampled sig...
Abstract: In the paper the idea of rational polynomial windows optimised towards low level of Fourie...
A window is derived whose Fourier transform magnitude is unimodal and whose processing gain against ...
In the field of sensor signal processing, windows are time-/frequency-domain weighting functions tha...
A method for the design of ultraspherical window functions that achieves prescribed spectral charact...
The transmitter output of OFDM or DMT systems with a rectangular window is known to have large spect...
wave parameter estimation, Maximum sidelobe decay windows. In this paper a criterion for optimal cho...
This paper presents a new optimal window design method with a general window design specification fo...
cote interne IRCAM: Depalle97a/National audienceExtraction of spectral peak parameters using a short...
In the paper the idea of rational polynomial windows optimised towards low level of Fourier spectrum...
Some of the windows presented by Harris [1] are not correct in terms of their reported peak sidelobe...
Abstract: In statistical signal processing, power spectral density estimation is a frequency domain ...
Sliding window analysis is common to many time domain signal analysis methods. Determination of the ...
An optimum time domain windowing scheme for orthogonal frequency-division multiplexing (OFDM)-based ...
Windowing of discrete signals by temporal weighting is an essential tool for spectral analysis and p...
The discrete Fourier transform is extensively applied in spectrum analysis. However, the sampled sig...
Abstract: In the paper the idea of rational polynomial windows optimised towards low level of Fourie...
A window is derived whose Fourier transform magnitude is unimodal and whose processing gain against ...
In the field of sensor signal processing, windows are time-/frequency-domain weighting functions tha...
A method for the design of ultraspherical window functions that achieves prescribed spectral charact...
The transmitter output of OFDM or DMT systems with a rectangular window is known to have large spect...
wave parameter estimation, Maximum sidelobe decay windows. In this paper a criterion for optimal cho...
This paper presents a new optimal window design method with a general window design specification fo...
cote interne IRCAM: Depalle97a/National audienceExtraction of spectral peak parameters using a short...
In the paper the idea of rational polynomial windows optimised towards low level of Fourier spectrum...
Some of the windows presented by Harris [1] are not correct in terms of their reported peak sidelobe...
Abstract: In statistical signal processing, power spectral density estimation is a frequency domain ...
Sliding window analysis is common to many time domain signal analysis methods. Determination of the ...
An optimum time domain windowing scheme for orthogonal frequency-division multiplexing (OFDM)-based ...
Windowing of discrete signals by temporal weighting is an essential tool for spectral analysis and p...
The discrete Fourier transform is extensively applied in spectrum analysis. However, the sampled sig...
Abstract: In the paper the idea of rational polynomial windows optimised towards low level of Fourie...
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