DOIAbstract
AbstractIn this paper, we consider the asymptotic regularity of Daubechies scaling functions and construct examples ofM-band scaling functions which are both orthonormal and cardinal forMϵ 3
AbstractIn this paper, we consider the asymptotic regularity of Daubechies scaling functions and construct examples ofM-band scaling functions which are both orthonormal and cardinal forMϵ 3
AbstractWe investigate the measures of frequency bands of scaling functions and wavelets, and solve ...
Abstract: This paper considers the construction of 3-band compactly supported symmetric biorthog-ona...
In this paper we give a general construction of compactly supported orthogonal p-wavelets in L2(R+) ...
AbstractIn this paper, we consider the asymptotic regularity of Daubechies scaling functions and con...
Journal PaperThis paper constructs K-regular M-band orthonormal wavelet bases. K-regularity of the w...
This paper deals with the asymptotic behavior of M-band scaling functions NMφ and M-band symbols NM ...
AbstractWe prove that for every minimally supported scaling function ϕ there exists a compactly supp...
Vita.It is well known that any compactly supported orthonormal (o.n.) wavelet which is symmetric or ...
AbstractWhen the scale factor a = 2 is used to define scaling functions and wavelets, it is well-kno...
We explore compactly supported scaling functions of wavelet theory by means of classical umbral calc...
An orthogonality condition of convolution type is derived for scaling functions satisfying a twoscal...
summary:The scaling function corresponding to the Daubechies wavelet with two vanishing moments is u...
AbstractWe study the asymptotic form asp→ ∞ of the Daubechies orthogonal minimum phase filterhp[n], ...
AbstractFor every integer M>2 we introduce a new family of biorthogonal MRAs with dilation factor M,...
AbstractIn this paper, we study a method for the construction of orthonormal wavelet bases with dila...
AbstractWe investigate the measures of frequency bands of scaling functions and wavelets, and solve ...
Abstract: This paper considers the construction of 3-band compactly supported symmetric biorthog-ona...
In this paper we give a general construction of compactly supported orthogonal p-wavelets in L2(R+) ...
AbstractIn this paper, we consider the asymptotic regularity of Daubechies scaling functions and con...
Journal PaperThis paper constructs K-regular M-band orthonormal wavelet bases. K-regularity of the w...
This paper deals with the asymptotic behavior of M-band scaling functions NMφ and M-band symbols NM ...
AbstractWe prove that for every minimally supported scaling function ϕ there exists a compactly supp...
Vita.It is well known that any compactly supported orthonormal (o.n.) wavelet which is symmetric or ...
AbstractWhen the scale factor a = 2 is used to define scaling functions and wavelets, it is well-kno...
We explore compactly supported scaling functions of wavelet theory by means of classical umbral calc...
An orthogonality condition of convolution type is derived for scaling functions satisfying a twoscal...
summary:The scaling function corresponding to the Daubechies wavelet with two vanishing moments is u...
AbstractWe study the asymptotic form asp→ ∞ of the Daubechies orthogonal minimum phase filterhp[n], ...
AbstractFor every integer M>2 we introduce a new family of biorthogonal MRAs with dilation factor M,...
AbstractIn this paper, we study a method for the construction of orthonormal wavelet bases with dila...
AbstractWe investigate the measures of frequency bands of scaling functions and wavelets, and solve ...
Abstract: This paper considers the construction of 3-band compactly supported symmetric biorthog-ona...
In this paper we give a general construction of compactly supported orthogonal p-wavelets in L2(R+) ...
Add to ORKG