Results 181 to 190 of about 10,711,710 (246)

Computing with Haar functions

Proceedings of the 1997 ACM symposium on Applied computing - SAC '97, 1997
S. Khuri
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Function approximation using Haar wavelets

AIP Conference Proceedings, 2020
The generalized approach for function approximation using Haar wavelets is proposed. An approach proposed is based on higher order wavelet expansion and algorithms for determining integration constants. The theoretical study is validated by numerical analysis.
Jüri Majak, Martin Eerme, Anti Haavajõe, Ramachandran Karunanidhi, Dieter Scholz, Anti Lepik   +5 more
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On Haar series of A–integrable functions

Journal of Contemporary Mathematical Analysis (Armenian Academy of Sciences), 2017
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Gevorkyan, G. G., Navasardyan, K. A.
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Onp-adic functions preserving Haar measure

Mathematical Notes, 1998
Let \(f(x)\) be a function from the set \(\mathbb{I}_p\) of all \(p\)-adic integers into itself, and \(\varphi_k: \mathbb{I}_p\to \mathbb{Z}/p^k\) be the canonical epimorphism of the ring \(\mathbb{I}_p\) onto the residue class ring \(\mathbb{Z}/p^k\) module \(p^k\), and \(f_k(x)\) be the function induced on \(\mathbb{Z}/p^k\) by \(f(x)\) (i.e., \(f_k (
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Target profile estimation using Haar functions

Guidance, Navigation, and Control Conference, 1996
AIAA Meeting Papers on Disc, July 1996 A9635759, AIAA Paper 96-3880 Target profile estimation using Haar functions William R. Bockman Missouri-Rolla Univ., Rolla S. N. Balakrishnan Missouri-Rolla Univ., Rolla Christopher D'Souza USAF, Armament Directorate, Eglin AFB, FL James Cloutier USAF, Armament Directorate, Eglin AFB, FL AIAA, Guidance, Navigation
William Bockman, S. Balakrishnan, Christopher D'Souza, James Cloutier   +3 more
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Haar Transformation of Linear Boolean Function

2009 International Conference on Signal Processing Systems, 2009
Haar transform is known to have the smallest computational requirement with a considerable interest and attraction drawn towards its spectral properties of Boolean functions. This paper presents Haar transform of Linear Boolean functions, where by the discussion is based on the transformation from the Boolean domain to the Haar domain.
Hashum Mohamed Rafiq, Mohammad Umar Siddiqi   +1 more
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Haar Functions and the Basis Problem for Banach Spaces

Journal of the London Mathematical Society, 1956
Ellis, H. W., Halperin, Israel
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Minimization of Haar wavelet series and Haar spectral decision diagrams for discrete functions

Computers & Electrical Engineering, 2005
In this paper, a minimization of Haar wavelet series for simplification of circuits and Haar based decision diagrams representing discrete multiple-valued functions is proposed. The minimization is performed by permutation of indices of generalized Haar functions. Experimental results show that this method provides reasonable reduction in the number of
Radomir S. Stanković, Dragan Janković, Bogdan J. Falkowski   +2 more
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Haar spectra of Generalized Boolean bent functions

Annales Universitatis Scientiarum Budapestinensis de Rolando Eötvös nominatae Sectio computatorica
This paper presents a discussion of Haar spectra for Generalized Boolean bent functions. The definition and multiresolution feature of Haar coefficients and their organization into packets provides a deeper insight into bent functions and their properties.
Stanković, Radomir S., Stanković, Milena, Moraga, Claudio, Astola, Jaakko   +3 more
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Object Shape Description Using Haar-Wavelet Functions

2008 3rd International Conference on Information and Communication Technologies: From Theory to Applications, 2008
Similar to the shape description using Mexican Hat Wavelet functions we present in this paper the derivation of object descriptors using Haar Wavelets. The derivation is based on the continuous wavelet transformation of an angle function using the Haar function as mother wavelet.
Adnan Abou Nabout, Bernd Tibken
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