Add to ORKGWavelets with matrix dilation are studied. An explicit formula for masks providing vanishing moments is found. The class of inter-polatory masks providing vanishing moments is also described. For an interpolatory mask, formulas for a dual mask which also provides vanishing moments of the same order and for wavelet masks are given explicitly. An example of construction of symmetric and antisymmet-ric wavelets for a concrete matrix dilation is presented. 1
We prove that for any expansive n x n integral matrix A with \ det A \ = 2, there exist A-dilation m...
In this paper, we propose Fourier–Boas-Like wavelets and obtain sufficient conditions for their high...
AbstractA comprehensive development of multivariate wavelets along with their duals is presented in ...
Wavelets with matrix dilation are studied. An explicit formula for masks providing vanishing moments...
For arbitrary matrix dilation M whose determinant is odd or equal to ±2, we describe17 all symmetric...
AbstractWavelets with matrix dilation are studied. An explicit formula for masks providing vanishing...
Construction of wavelet frames with matrix dilation is studied. We found a necessary condition and a...
Abstract. We present a concrete method to build discrete biorthogonal systems such that the wavelet ...
AbstractWavelet frames with matrix dilation are studied. We found a necessary condition and a suffic...
The construction of symmetric multiwavelets in the multivariate case with useful in applications pro...
In this note, we are interested in the symmetry property of a refinable function with a general dila...
In this note, we are interested in the symmetry property of a refinable function with a general dila...
Multiwavelets are generated from refinable function vectors by using multiresolution analysis. In th...
AbstractMultiwavelets are generated from refinable function vectors by using multiresolution analysi...
AbstractLet I be the 2×2 identity matrix, and M a 2×2 dilation matrix with M2=2I. Since one can expl...
We prove that for any expansive n x n integral matrix A with \ det A \ = 2, there exist A-dilation m...
In this paper, we propose Fourier–Boas-Like wavelets and obtain sufficient conditions for their high...
AbstractA comprehensive development of multivariate wavelets along with their duals is presented in ...
Wavelets with matrix dilation are studied. An explicit formula for masks providing vanishing moments...
For arbitrary matrix dilation M whose determinant is odd or equal to ±2, we describe17 all symmetric...
AbstractWavelets with matrix dilation are studied. An explicit formula for masks providing vanishing...
Construction of wavelet frames with matrix dilation is studied. We found a necessary condition and a...
Abstract. We present a concrete method to build discrete biorthogonal systems such that the wavelet ...
AbstractWavelet frames with matrix dilation are studied. We found a necessary condition and a suffic...
The construction of symmetric multiwavelets in the multivariate case with useful in applications pro...
In this note, we are interested in the symmetry property of a refinable function with a general dila...
In this note, we are interested in the symmetry property of a refinable function with a general dila...
Multiwavelets are generated from refinable function vectors by using multiresolution analysis. In th...
AbstractMultiwavelets are generated from refinable function vectors by using multiresolution analysi...
AbstractLet I be the 2×2 identity matrix, and M a 2×2 dilation matrix with M2=2I. Since one can expl...
We prove that for any expansive n x n integral matrix A with \ det A \ = 2, there exist A-dilation m...
In this paper, we propose Fourier–Boas-Like wavelets and obtain sufficient conditions for their high...
AbstractA comprehensive development of multivariate wavelets along with their duals is presented in ...