The technique of Fourier analysis is reviewed the hanning window or the hamming window, and the equivalence and relative advantages of since these windows minimize the Gibbs phe-convolution filtering in the space domain and nomenon associated with the downward continua-multiplication filtering in the frequency domain tion or high-pass filtering operation. New sets of are demonstrated with actual field examples. coefficients for convolution filtering, based upon We discuss the design of ideal filters in terms of Fourier transform theory and the sampling the relationships between the main lobe and the theory, are derived. side lobes. Cut-and-try methods appear to favo
Image processing by linear systems has some fascinating aspects due to the theorems of the Fourier t...
We study implementation issues for spatial convolution filters and their Fourier alternative, with t...
Many experiments, and in particular gravitational wave detectors, produce continuous streams of data...
Convolutions on the sphere with corresponding convolution theorems are developed for one and two dim...
The operations of second derivative, analytic continuation, smoothing, the removing of residuals or ...
Image processing by linear systems has some fascinating aspects due to the theorems of the Fourier t...
One of the major problems one has to deal with when working with Gravity Recovery and Climate Experi...
Abstract. One of the most basic tools in optimal spectral gravity field modelling is the method of W...
An important problem in the practical use of optimal spectral methods in gravity field modelling is ...
The numerical evaluation of certain integral transforms is required for the interpretation of some g...
One of the significant objectives of geophysical data recording and processing is the enhancement of...
The fact that least squares polynomial surfaces can be used to effect a form of low pass filtering (...
We revisit the empirical moving window filtering method of Swenson and Wahr (Geophys Res Lett 33:L08...
The problem of nonlinear filtering represents a crucial issue in celestial mechanics. In this paper ...
The problem of nonlinear filtering represents a crucial issue in celestial mechanics. In this paper ...
Image processing by linear systems has some fascinating aspects due to the theorems of the Fourier t...
We study implementation issues for spatial convolution filters and their Fourier alternative, with t...
Many experiments, and in particular gravitational wave detectors, produce continuous streams of data...
Convolutions on the sphere with corresponding convolution theorems are developed for one and two dim...
The operations of second derivative, analytic continuation, smoothing, the removing of residuals or ...
Image processing by linear systems has some fascinating aspects due to the theorems of the Fourier t...
One of the major problems one has to deal with when working with Gravity Recovery and Climate Experi...
Abstract. One of the most basic tools in optimal spectral gravity field modelling is the method of W...
An important problem in the practical use of optimal spectral methods in gravity field modelling is ...
The numerical evaluation of certain integral transforms is required for the interpretation of some g...
One of the significant objectives of geophysical data recording and processing is the enhancement of...
The fact that least squares polynomial surfaces can be used to effect a form of low pass filtering (...
We revisit the empirical moving window filtering method of Swenson and Wahr (Geophys Res Lett 33:L08...
The problem of nonlinear filtering represents a crucial issue in celestial mechanics. In this paper ...
The problem of nonlinear filtering represents a crucial issue in celestial mechanics. In this paper ...
Image processing by linear systems has some fascinating aspects due to the theorems of the Fourier t...
We study implementation issues for spatial convolution filters and their Fourier alternative, with t...
Many experiments, and in particular gravitational wave detectors, produce continuous streams of data...