AbstractLet {Vj,j∈Z} be a MRA of the spaceL2(R),ha tempered distribution, andhjits projection toVj,j∈Z. Then we prove that ifhhas the quasiasymptotic behavior at zero related to a regularly varying function, then so does eachhj,j∈Z, and also prove, with an additional condition, the opposite statement
In this article complete characterizations of quasiasymptotic behaviors of Schwartz distributions ar...
ABSTRACT. By following the approach of Droinov, Vladimirov and Zavialov we investigate the quasiasym...
AbstractFourier series with respect to wavelet orthonormal bases inL2([0,1]m) for a wide class of mu...
In several variables, we prove the pointwise convergence of multiresolution expansions to the distri...
AbstractMultiresolution analysis of tempered distributions is studied through multiresolution analys...
AbstractWe develop a distribution wavelet expansion theory for the space of highly time-frequency lo...
We provide complete structural theorems for the so-called quasiasymptotic behavior of non-quasianaly...
Complete structural theorems for quasiasymptotics of distributions are presented in this article. Fo...
We make a complete wavelet analysis of asymptotic properties of distributions. The study is carried ...
We characterize the quasiasymptotic behavior of distributions in terms of a Tauberian theorem for ri...
We study approximation properties generated by highly regular scaling functions and orthonormal wave...
We obtain structural theorems for the so-called S-asymptotic and quasiasymptotic boundedness of ultr...
AbstractWe consider the main notions of G-quasiasymptotic (G-q.a.) analysis: G-q.a. behavior at zero...
Abelian- and Tauberian-type results characterizing the quasiasymptotic behavior of distributions in ...
Abstract. Complete structural theorems for quasiasymptotics of distribu-tions are presented in this ...
In this article complete characterizations of quasiasymptotic behaviors of Schwartz distributions ar...
ABSTRACT. By following the approach of Droinov, Vladimirov and Zavialov we investigate the quasiasym...
AbstractFourier series with respect to wavelet orthonormal bases inL2([0,1]m) for a wide class of mu...
In several variables, we prove the pointwise convergence of multiresolution expansions to the distri...
AbstractMultiresolution analysis of tempered distributions is studied through multiresolution analys...
AbstractWe develop a distribution wavelet expansion theory for the space of highly time-frequency lo...
We provide complete structural theorems for the so-called quasiasymptotic behavior of non-quasianaly...
Complete structural theorems for quasiasymptotics of distributions are presented in this article. Fo...
We make a complete wavelet analysis of asymptotic properties of distributions. The study is carried ...
We characterize the quasiasymptotic behavior of distributions in terms of a Tauberian theorem for ri...
We study approximation properties generated by highly regular scaling functions and orthonormal wave...
We obtain structural theorems for the so-called S-asymptotic and quasiasymptotic boundedness of ultr...
AbstractWe consider the main notions of G-quasiasymptotic (G-q.a.) analysis: G-q.a. behavior at zero...
Abelian- and Tauberian-type results characterizing the quasiasymptotic behavior of distributions in ...
Abstract. Complete structural theorems for quasiasymptotics of distribu-tions are presented in this ...
In this article complete characterizations of quasiasymptotic behaviors of Schwartz distributions ar...
ABSTRACT. By following the approach of Droinov, Vladimirov and Zavialov we investigate the quasiasym...
AbstractFourier series with respect to wavelet orthonormal bases inL2([0,1]m) for a wide class of mu...
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