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《中国物理C》(英文)编辑部
2024年10月30日

Wavelet Correlation in the One-Dimensional Projection α-Model

  • One-dimensional projection of two-dimensional self-affine phase space for two typical self-affine fractals is studied,and one-dimensional projection α model is obtained.About this model,starting from characterstic function,we study its correlation densities and the wavelet correption moment.The wavelet basis functions of split number Λ=2,3,4 are found out.It turns out that the various wavelet-coefficents decouple when the second order wavelet correlation moments are considered.This is a general conclusion and model independent.
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  • [1] M.Greiner,p.Lipa,P,Carruthers,Wavelet Correlations in the P-Model,preprint HEPHY-PUB587/93(1993).[2]M.Greiner,J.Giesemannp.Lipa et al.,Wavelet Correlations in Hierarchical Branching Processes,.Preprint HEPHY-PUB618/ 95(1995).[3]Wu Yuanfang,Liu Lianshou,Phys,Rev.lett.,70(1993)3197.[4]A.Bialas,R.Peschanski,Nucl.Phys.,B275(1986)703[5]A.,Bialas.R.Peschanski,Nucl.Phys.B308(1988)857.[6]W.Ochs,.Phys.Lett.,B247(1990)101[7]林海,张阳,刘连寿,高能物理与核物理,18(1994)858[8]林海,刘连寿,高能物理与核物理,20(1996)625.[9]林海,刘连寿,科学通报,40(1995)502.
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Get Citation
Lin Hai and Liu Lianshou. Wavelet Correlation in the One-Dimensional Projection α-Model[J]. Chinese Physics C, 1997, 21(6): 513-522.
Lin Hai and Liu Lianshou. Wavelet Correlation in the One-Dimensional Projection α-Model[J]. Chinese Physics C, 1997, 21(6): 513-522. shu
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Received: 1900-01-01
Revised: 1900-01-01
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Wavelet Correlation in the One-Dimensional Projection α-Model

    Corresponding author: Lin Hai,
  • Physics Department,Yanbei Teacher's College,Datong 0370002 Institute of Particle Physics,Huazhong Normal University,Wuhan 430079

Abstract: One-dimensional projection of two-dimensional self-affine phase space for two typical self-affine fractals is studied,and one-dimensional projection α model is obtained.About this model,starting from characterstic function,we study its correlation densities and the wavelet correption moment.The wavelet basis functions of split number Λ=2,3,4 are found out.It turns out that the various wavelet-coefficents decouple when the second order wavelet correlation moments are considered.This is a general conclusion and model independent.

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