GENERALIZED WEIERSTRASS–MANDELBROT FUNCTION MODEL FOR ACTUAL STOCKS MARKETS INDEXES WITH NONLINEAR CHARACTERISTICS (English)
- New search for: ZHANG, L
- New search for: ZHANG, L
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In:
Fractals
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23
, 2
;
2015
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ISSN:
- Article (Journal) / Print
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Title:GENERALIZED WEIERSTRASS–MANDELBROT FUNCTION MODEL FOR ACTUAL STOCKS MARKETS INDEXES WITH NONLINEAR CHARACTERISTICS
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Contributors:
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Published in:Fractals ; 23, 2
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Publisher:
- New search for: World Scient. Publ.
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Place of publication:Singapore [u.a.]
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Publication date:2015
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ISSN:
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ZDBID:
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DOI:
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Type of media:Article (Journal)
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Type of material:Print
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Language:English
- New search for: 665/3125
- New search for: 31.59 / 31.41 / 31.41 / 31.59
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Table of contents – Volume 23, Issue 2
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
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THE THREE-POINT SINUOSITY METHOD FOR CALCULATING THE FRACTAL DIMENSION OF MACHINED SURFACE PROFILEZHOU, YUANKAI et al. | 2015
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CHARACTERIZATION OF THE IRREGULARITY OF A TERRAIN USING FRACTAL DIMENSION OF LAKES' BOUNDARIESKARLE, NAKUL N et al. | 2015
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V-VARIABLE IMAGE COMPRESSIONMENDIVIL, FRANKLIN et al. | 2015
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A GLUING LEMMA FOR ITERATED FUNCTION SYSTEMSKAMAE, TETURO et al. | 2015
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COMMENTS ON "RIEMANN–CHRISTOFFEL TENSOR IN DIFFERENTIAL GEOMETRY OF FRACTIONAL ORDER APPLICATION TO FRACTAL SPACE-TIME", [FRACTALS 21 (2013) 1350004]TARASOV, VASILY E et al. | 2015
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POWER-LAW DISTRIBUTIONS BASED ON EXPONENTIAL DISTRIBUTIONS: LATENT SCALING, SPURIOUS ZIPF'S LAW, AND FRACTAL RABBITSCHEN, YANGUANG et al. | 2015
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RESISTANCE SCALING FACTOR OF THE PILLOW AND FRACTALINA FRACTALSIGNATOWICH, MICHAEL J et al. | 2015
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SCALING OF AVERAGE WEIGHTED RECEIVING TIME ON DOUBLE-WEIGHTED KOCH NETWORKSDAI, MEIFENG et al. | 2015
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MULTIFRACTAL DETRENDED FLUCTUATION ANALYSIS OF ELECTRIC LOAD SERIESYUAN, XIAOHUI et al. | 2015
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PREDICTABILITY AND MARKET EFFICIENCY IN AGRICULTURAL FUTURES MARKETS: A PERSPECTIVE FROM PRICE–VOLUME CORRELATION BASED ON WAVELET COHERENCY ANALYSISHE, LING-YUN et al. | 2015
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FRACTAL ANALYSIS OF STRESS SENSITIVITY OF PERMEABILITY IN POROUS MEDIATAN, XIAO-HUA et al. | 2015
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GAS DIFFUSION COEFFICIENT OF FRACTAL POROUS MEDIA BY MONTE CARLO SIMULATIONSZHENG, QIAN et al. | 2015
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GENERALIZED WEIERSTRASS–MANDELBROT FUNCTION MODEL FOR ACTUAL STOCKS MARKETS INDEXES WITH NONLINEAR CHARACTERISTICSZHANG, L et al. | 2015
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A NOVEL FRACTAL MODEL FOR TWO-PHASE RELATIVE PERMEABILITY IN POROUS MEDIALEI, G et al. | 2015
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FRACTALS WITH HYPERBOLIC SCATORS IN 1 + 2 DIMENSIONSFERNÁNDEZ-GUASTI, M et al. | 2015
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ON THE FUNDAMENTAL THEOREM OF CALCULUS FOR FRACTAL SETSBONGIORNO, DONATELLA et al. | 2015
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THE MULTI-FREQUENCY CORRELATION BETWEEN EUA AND sCER FUTURES PRICES: EVIDENCE FROM THE EMD APPROACHZHANG, YUE-JUN et al. | 2015
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ENUMERATION OF SPANNING TREES ON GENERALIZED PSEUDOFRACTAL NETWORKSXIAO, JINMEI et al. | 2015
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MULTIFRACTAL FORMALISM OF OSCILLATING SINGULARITIES FOR RANDOM WAVELET SERIESBEN SLIMANE, MOURAD et al. | 2015
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ANALYSIS OF THE COMPLEX FRACTURE FLOW IN MULTIPLE FRACTURED HORIZONTAL WELLS WITH THE FRACTAL TREE-LIKE NETWORK MODELSWANG, WENDONG et al. | 2015
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USING EPSILON HULLS TO CHARACTERIZE AND CLASSIFY TOTALLY DISCONNECTED SIERPIŃSKI RELATIVESTAYLOR, T. D et al. | 2015
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LIPSCHITZ EQUIVALENCE OF TOTALLY DISCONNECTED GENERAL SIERPINSKI TRIANGLESZHU, ZHI-YONG et al. | 2015