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Legendre wavelet
Known as:
Spherical wavelets
In functional analysis, compactly supported wavelets derived from Legendre polynomials are termed Legendre wavelets or spherical harmonic wavelets…
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Related topics
Related topics
14 relations
Cascade algorithm
Discrete wavelet transform
Finite impulse response
Haar wavelet
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Papers overview
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2018
2018
Spin weighted wavelets on the sphere
I. Iglewska-Nowak
2018
Corpus ID: 119587666
In the present paper, a construction of spin weighted spherical wavelets is presented. It is based on approximate identities, the…
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2018
2018
GENERALIZED LEGENDRE WAVELET METHOD AND ITS APPLICATIONS IN APPROXIMATION OF FUNCTIONS OF BOUNDED DERIVATIVES
S. Lal
,
Rakesh
,
Communicated
,
Ayman Badawi
2018
Corpus ID: 171091125
Approximation of function by n partial sums of its Fourier series is at common place of analysis. It is known that wavelet…
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2017
2017
Heat transfer study in porous fin with temperature-dependent thermal conductivity and internal heat generation using Legendre wavelet collocation method
G. Sobamowo
2017
Corpus ID: 54955384
In this paper, heat transfer study of porous fin with temperature-dependent thermal conductivity and internal heat generation is…
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2014
2014
Legendre wavelet method for solving fractional integro-differential equations of Bratu-type
Yan Bin
2014
Corpus ID: 124329059
This paper used Legendre wavelet to solve the numerical solution of fractional integro-differential equations of Bratu-type…
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2009
2009
Wavelet modeling of the gravity field over Japan 19 Wavelet modeling of the gravity field over Japan
I. Panet
,
Y. Kuroishi
,
M. Holschneider
2009
Corpus ID: 16366259
Knowing the geoid over Japan is essential for many geodetical and geophysical applications. Because of the tectonic settings of…
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2009
2009
Ju n 20 06 ASYMPTOTICS FOR SPHERICAL NEEDLETS
P. Baldi
,
G. Kerkyacharian
,
D. Marinucci
,
D. Picard
2009
Corpus ID: 10116223
The main point of this paper is the investigation of invariant random fields on the sphere using a new type of spherical wavelets…
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2004
2004
MULTISCALE MODELING FROM EIGEN-1 S , EIGEN-2 , EIGEN-GRACE 01 S , GGM 01 , UCPH 2002 0 . 5 , EGM 96
M. Fengler
,
W. Freeden
,
M. Gutting
2004
Corpus ID: 56291143
Spherical wavelets have been developed by the Geomathematics Group Kaiserslautern for several years and have been successfully…
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2002
2002
Towards realistic facial modeling and re-rendering of human skin aging animation
H. K. Hussein
Proceedings SMI. Shape Modeling International
2002
Corpus ID: 12436573
Facial aging simulation and animation are aspiring goals and challenging tasks because the growth and aging processes greatly…
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1999
1999
Compression of atmospheric data by spherical wavelets
J. Göttelmann
1999
Corpus ID: 126046242
We study the compression of atmospheric data by spherical wavelets. We show that as well the compression error as the number of…
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1996
1996
Kernels of Spherical Harmonics and Spherical Frames Advanced Topics in Multivariate Approximation 1
G. Steidl
,
Manfred TascheAbstract
1996
Corpus ID: 16344044
Our concern is with the construction of a frame in L 2 (S) consisting of smooth functions based on kernels of spherical harmonics…
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