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91篇 您的检索式:作者名="Muzy F"
    题名 作者 年代 出处 被引量
1Singularity spectrum of fractal signals from wavelet analysis: Extract results显示文摘MUZY J F BACRY E ARNEODO A 1993J of Stat Phys1993,70,:1
2Fluoroquinoloneinduced tendinitis and tendon rupture in kidney transplant recipients:2 cases and a review of the literature显示文摘Muzi F Gravante G Tati E 0,,:1
3Modeling Fluctuation of Financial Time Series:From Cascade Process to Stochastic Volatility Model显示文摘MUZY J F DELOUR J BACRY E 2000The European Physical Journal B2000,17,2:1
4Multifractal formalism for singular signals: Application to turbulence data显示文摘Muzy J F Bacry E Arneodo A 1991Phys Rev Lett1991,67,:1
5Wavelets and multifractal formalism for singular signals: application to turbulence data 显示文摘MUZY J F BACRY E ARNEODO A 1991Physical Review Letters1991,67,25:1
6Multifractal Returns and Hierarchical Portfolio Theory显示文摘MUZY J F SORNETTE D DELOUR J 2001Quantitative Finance2001,1,1:1
7Prevalence of thyroid cancer in hyperthyroid patients treated by surgery显示文摘Zanella E Rulli F Muzi M 1998World J Surg1998,22,5:1
8Nerve growth factor in the developing and adult lacrimal glands of rat with and with- out inherited retinitis pigmentosa 显示文摘Muzi S colafrancesco V Sornelli F 2010Comea2010,,29:1
9Castration- resistant prostate cancer bone metastasis response measured by 18F-fluoride PET after treatment with dasatinib and correlation with progression-free survival: results from American College of Radiology Imaging Network 6687显示文摘Yu EY Duan F Muzi M 2015J Nucl Med2015,56,3:1
10Muhifractal formalism for fractal signals : The structure-function approach versus the wave- let-transform modulus-maxima method显示文摘Muzy J F Bacry E Arneodo A 1993Physical Review E1993,47,2:1
11Experimental analysis of self-similarity and random cascade processes: application of fully developed turbulence data 显示文摘Arneodo A Muzy J F Roux S G 1997Journal de Physique Ⅱ (France)1997,7,2:1
12The thermody-namics of fractals revisited with wavelets显示文摘ARNEODO A BACRY E MUZY J F 1995PhysicaA1995,213,:1
13Random cascades on wavelet dyadic trees 显示文摘Arneodo A Bacry E Muzy J F 1998Journal of Mathematical Physics1998,39,8:1
14Wavelet and Multifractal Formalism for Singular Signals:Application to Turbulence Data显示文摘Muzy J F Bacry E Ameodo A 1991Physical Review Letters1991,67,2:1
15Modeling financial time series using multifractal random walks显示文摘BACRY E DELOUR J MUZY F 0,,299:1
16Continuous cascade models for asset returns 显示文摘Bacry E Kozhemyak A Muzy J F 2008Journal of Economic Dynamics and Control2008,32,1:1
17Singularity Spectrum of Fractal Signals From Wavelet Analysis:Exact Result显示文摘Bacry E Muzy J F Ameodo A 1993Journal of Statistical Physics1993,70,3:1
18Wavelets and multifractal formalism for singular signals:Application to turbulence data显示文摘Muzy J F Bacry E Arneodo A 0,,:1
19The multifractal formalism revisited with wavelets显示文摘Muzy J F Bacry E Arneodo A 0,,02:1
20Wavelet and multifractal formalism for singular signals:Application to turbulence data显示文摘Muzy J F Bacry E Arneodo A 1991Physical Review Letters1991,67,25:1
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