A method of composition orthogonality and new sequences of orthogonal polynomials and functions for non-classical weights [PDF]
Journal of Mathematical Analysis and Applications, 2021 This version contains an Addendum with corrections for the last section of the published article in J. Math. Anal. Appl.
openaire +2 more sources
Research on Subcarrier Weighting Technology Based on OFDM [PDF]
Jisuanji gongcheng, 2018 Based on the inherent high sidelobe problem in Orthogonal Frequency-Devision Multiplexing (OFDM) system,a sidelobe suppression method for OFDM system is proposed based on subcarrier weighting method.The subcarrier weights are determined in such a way ...
XUE Mei,ZHOU Jie,SHAO Genfu
doaj +1 more source
NARX-based nonlinear system identification using orthogonal least squares basis hunting [PDF]
, 2008 An orthogonal least squares technique for basis hunting (OLS-BH) is proposed to construct sparse radial basis function (RBF) models for NARX-type nonlinear systems.
Chen, Sheng +2 more
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Constrained ultraspherical-weighted orthogonal polynomials on triangle
, 2015 We construct Ultraspherical-weighted orthogonal polynomials C (λ,γ) n,r (u, v, w), λ > − 2 , γ > −1, on the triangular domain T, where 2λ + γ = 1. We show C (λ,γ) n,r (u, v, w), r = 0, 1, . . .
Mohammad A. AlQudah
semanticscholar +1 more source
Parkinsonism & Related Disorders, 2021 Background: Reduced diffusion along perivascular spaces in adults with Alzheimer’s-disease-related-dementias has been reported and attributed to reduced glymphatic function. Objectives: To apply quantitative measures of diffusion along, and orthogonal to,
C. McKnight +9 more
semanticscholar +1 more source
Fully probabilistic seismic source inversion – Part 1: Efficient parameterisation [PDF]
Solid Earth, 2014 Seismic source inversion is a non-linear problem in seismology where not just the earthquake parameters themselves but also estimates of their uncertainties are of great practical importance.
S. C. Stähler, K. Sigloch
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CONSTRUCTION OF TCHEBYSHEV-II WEIGHTED ORTHOGONAL POLYNOMIALS ON TRIANGULAR
, 2015 We construct Tchebyshev-II (second kind) weighted orthogonal polynomials U (γ) n,r (u, v, w), γ > −1, on the triangular domain T. We show that U (γ) n,r (u, v, w), n = 0, 1, 2, . . . , r = 0, 1, . . . , n, form an orthogonal system over T with respect to
Mohammad A. AlQudah
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WEIGHTED MULTIRESOLUTION SPACES AND WEIGHTED WAVELETS
Electrica, 2002 In this study it is shown that the orthogonal wavelet functions will be able to got for the space sequence which gives the multiresolution spesifications in the weighted spaces for exponantial kind weighted function.
Veli SHAKHMUROV, Hasan DEM IR
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A Binary Orthogonal Chirp Signal Modulation Method with Delay Offset [PDF]
Jisuanji gongcheng, 2017 In the case of low Time-Bandwidth(TB) product,there are two problems in the Binary Orthogonal Keying(BOK) matching detection,the mutual interference between the positive and negative frequency modulation slope and the large amplitude of the self-matching
HUANG Shipan,ZHENG Lin,YANG Chao,JIANG Xiang,HUANG Zhichang
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An automatic correction method of marine radar rainfall image based on continuous wavelet transform
Energy Reports, 2023 The aim of the difficult processing of marine radar image data affected by rainfall, in the case of comprehensively considering the influence factors of rainfall on marine radar image, this paper proposes an automatic correction method for marine radar ...
Dongyang Fan +4 more
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