Add to ORKGRecently, much attention has been given to the practical application of Walsh functions to digital signal processing and transmission. This set of orthogonal functions has been identified as presently the most important non-sinusoidal functions in various digital signal-processing applications. Walsh function
Walsh functions are used in many applications in signal processing, quantum computing and communicat...
An approach to building generalized oblique discrete Walsh basis is suggested. Methods that allow fo...
A software and a microprocessor based hardware for waveform synthesis using Walsh functions are desc...
Functional analysis usually implies representing a signal by a series of sine-cosine functions, but ...
The purpose of this paper is to reconstruct the Rademacher and Walsh systems and to generalize them ...
AbstractWhen it is desired to represent a function of n variables by a series of the Fourier type, i...
Walsh functions are a discrete analog of the sines and cosines of Fourier transformsComponente Curri...
This book focuses on the fusion of wavelets and Walsh analysis, which involves non-trigonometric fun...
Walsh functions are a discrete analog of the sines and cosines of Fourier transformsComponente Curri...
International Telemetering Conference Proceedings / September 28-30, 1982 / Sheraton Harbor Island H...
Abstract: ALMA has chosen to use a set of 128 orthogonal Walsh functions, both for the sideband sepa...
Window functions-otherwise known as weighting functions, tapering functions, or apodization function...
A software and a microprocessor based hardware for waveform synthesis using Walsh functions are desc...
AbstractWhen it is desired to represent a function of n variables by a series of the Fourier type, i...
International Telemetering Conference Proceedings / October 18-20, 1966 / Ambassador Hotel, Los Ange...
Walsh functions are used in many applications in signal processing, quantum computing and communicat...
An approach to building generalized oblique discrete Walsh basis is suggested. Methods that allow fo...
A software and a microprocessor based hardware for waveform synthesis using Walsh functions are desc...
Functional analysis usually implies representing a signal by a series of sine-cosine functions, but ...
The purpose of this paper is to reconstruct the Rademacher and Walsh systems and to generalize them ...
AbstractWhen it is desired to represent a function of n variables by a series of the Fourier type, i...
Walsh functions are a discrete analog of the sines and cosines of Fourier transformsComponente Curri...
This book focuses on the fusion of wavelets and Walsh analysis, which involves non-trigonometric fun...
Walsh functions are a discrete analog of the sines and cosines of Fourier transformsComponente Curri...
International Telemetering Conference Proceedings / September 28-30, 1982 / Sheraton Harbor Island H...
Abstract: ALMA has chosen to use a set of 128 orthogonal Walsh functions, both for the sideband sepa...
Window functions-otherwise known as weighting functions, tapering functions, or apodization function...
A software and a microprocessor based hardware for waveform synthesis using Walsh functions are desc...
AbstractWhen it is desired to represent a function of n variables by a series of the Fourier type, i...
International Telemetering Conference Proceedings / October 18-20, 1966 / Ambassador Hotel, Los Ange...
Walsh functions are used in many applications in signal processing, quantum computing and communicat...
An approach to building generalized oblique discrete Walsh basis is suggested. Methods that allow fo...
A software and a microprocessor based hardware for waveform synthesis using Walsh functions are desc...