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MULTIFRACTAL SYSTEM

  • Multifractal system
  • System with multiple fractal dimensions

    A multifractal system is a generalization of a fractal system in which a single exponent (the fractal dimension) is not enough to describe its dynamics;

    Multifractal system

    Multifractal system

    Multifractal_system

  • Fractal
  • Infinitely detailed mathematical structure

    fractalPages displaying short descriptions of redirect targets Multifractal system – System with multiple fractal dimensions Newton fractal – Boundary set

    Fractal

    Fractal

    Fractal

  • Fractal cosmology
  • Theory of fractal structure in the universe

    universe itself, is a fractal across a wide range of scales (see also: multifractal system). More generally, it relates to the usage or appearance of fractals

    Fractal cosmology

    Fractal cosmology

    Fractal_cosmology

  • Detrended fluctuation analysis
  • Method to detect power-law scaling in time series

    FGN, thus, the exponents of their power spectra differ by 2. Multifractal system – System with multiple fractal dimensions Self-organized criticality –

    Detrended fluctuation analysis

    Detrended_fluctuation_analysis

  • Benoit Mandelbrot
  • French-American mathematician (1924–2010)

    Mandelbrot Competition – High school mathematics competition Multifractal system – System with multiple fractal dimensions Self-similarity – Whole of an

    Benoit Mandelbrot

    Benoit Mandelbrot

    Benoit_Mandelbrot

  • Cantor function
  • Continuous function that is not absolutely continuous

    2307/2159830. JSTOR 2159830. Falconer, Kenneth J. (2004-01-01). "One-sided multifractal analysis and points of non-differentiability of devil's staircases".

    Cantor function

    Cantor function

    Cantor_function

  • Julia set
  • Fractal sets in complex dynamics of mathematics

    {1}{2}})^{2}} on the unit interval, which is commonly used as an example of chaotic system.) The functions f and g are of the form z 2 + c {\displaystyle z^{2}+c}

    Julia set

    Julia set

    Julia_set

  • Douady rabbit
  • Fractal related to the mandelbrot set

    curve Pythagoras tree Weierstrass function Strange attractor Multifractal system L-system Fractal canopy Space-filling curve H tree Escape-time fractals

    Douady rabbit

    Douady rabbit

    Douady_rabbit

  • Hurst exponent
  • Measure of the long-range dependence of a time series

    {\displaystyle H(q)} is a non-linear function of q the time series is a multifractal system. In the above definition two separate requirements are mixed together

    Hurst exponent

    Hurst_exponent

  • Box counting
  • Fractal analysis technique

    analysis. It also has application in related fields such as lacunarity and multifractal analysis. Theoretically, the intent of box counting is to quantify fractal

    Box counting

    Box counting

    Box_counting

  • Laurent-Emmanuel Calvet
  • French economist (born 1969)

    extensions. Financial risk Fractal Markov chain Modern portfolio theory Multifractal system "EFA Executive Committee 2023 | EFA - European Finance Association"

    Laurent-Emmanuel Calvet

    Laurent-Emmanuel Calvet

    Laurent-Emmanuel_Calvet

  • Chaos game
  • Fractal creation method

    generating the attractor, or the fixed point, of any iterated function system (IFS). Starting with any point x0, successive iterations are formed as xk+1

    Chaos game

    Chaos game

    Chaos_game

  • Anderson localization
  • Absence of diffusion waves in disordered media

    studies of participation numbers obtained by exact diagonalization, multifractal properties, level statistics and many others. Especially fruitful is

    Anderson localization

    Anderson_localization

  • De Rham curve
  • Continuous fractal curve obtained as the image of Cantor space

    mappings of an iterated function system that produces the Sierpiński triangle. Ornstein and others describe a multifractal system, where instead of working in

    De Rham curve

    De_Rham_curve

  • Three-body problem
  • Physics problem related to laws of motion and gravity

    configuration—and that regular and chaotic regions coexist at all scales with a multifractal structure. Statistical escape theories that exclude the outcomes of these

    Three-body problem

    Three-body problem

    Three-body_problem

  • MRW
  • Topics referred to by the same term

    639:mrw) "My reaction when", used in internet memes Multifractal random walk, a multifractal system model Magic, Ritual, and Witchcraft, a peer-reviewed

    MRW

    MRW

  • Didier Sornette
  • French researcher (born 1957)

    the purely empirical ETAS linear model. The basic assumption of this "Multifractal stress activated" model is that, at any place and time, the local failure

    Didier Sornette

    Didier Sornette

    Didier_Sornette

  • Fractal derivative
  • Generalization of derivative to fractals

    })^{n}f(t)d_{F}^{\alpha }t} Fractional calculus Fractional-order system Multifractal system Khalili Golmankhaneh, Alireza (2022). Fractal Calculus and its

    Fractal derivative

    Fractal_derivative

  • Rényi entropy
  • Concept in information theory

    Arimitsu, T. (2004). "The world according to Rényi: Thermodynamics of multifractal systems". Annals of Physics. 312 (1): 17–59. arXiv:cond-mat/0207707. Bibcode:2004AnPhy

    Rényi entropy

    Rényi_entropy

  • Fractal string
  • Open subset of the real–number line

    Goran (28 June 2019). An overview of the theory of complex dimensions and fractal zeta functions (PDF). Dubrovnik IX - Topology & Dynamical Systems 2019.

    Fractal string

    Fractal_string

  • Hutchinson metric
  • metric Fractal image compression Image differencing Metric tensor Multifractal system Drakopoulos, V.; Nikolaou, N. P. (December 2004). "Efficient computation

    Hutchinson metric

    Hutchinson metric

    Hutchinson_metric

  • Markov chain
  • Random process independent of past history

    expansions and recessions). A more recent example is the Markov switching multifractal model of Laurent E. Calvet and Adlai J. Fisher, which builds upon the

    Markov chain

    Markov chain

    Markov_chain

  • Uriel Frisch
  • French mathematical physicist

    the fine structure of turbulent flows, for his early advocacy of multifractal systems in modeling physical processes, and for his research on using transportation

    Uriel Frisch

    Uriel_Frisch

  • Weierstrass–Mandelbrot function
  • Multifractal function used in terrain modeling and simulation

    of Vehicle Autonomous Systems. 10 (1/2): 3–18. doi:10.1504/IJVAS.2012.047693. Casey D. Majhor and Jeremy P. Bos. "Multifractal Terrain Generation for

    Weierstrass–Mandelbrot function

    Weierstrass–Mandelbrot function

    Weierstrass–Mandelbrot_function

  • Giorgio Parisi
  • Italian physicist (born 1948)

    confinement, the use of supersymmetry in statistical classical systems, the introduction of multifractals in turbulence, the stochastic differential equation for

    Giorgio Parisi

    Giorgio Parisi

    Giorgio_Parisi

  • Tweedie distribution
  • Family of probability distributions

    manifest local variations in fractal dimension, they are said to be multifractals. Examples of data sequences that exhibit local variations in p like

    Tweedie distribution

    Tweedie_distribution

  • Binomial distribution
  • Probability distribution

    Calvet, L. E. (1997). A multifractal model of asset returns. 3.2 The Binomial Measure is the Simplest Example of a Multifractal Hirsch, Werner Z. (1957)

    Binomial distribution

    Binomial distribution

    Binomial_distribution

  • Omri Sarig
  • also includes results on horocycle flows and multifractal analysis. Michael Brin Prize in Dynamical Systems (2013), "for his work on the thermodynamics

    Omri Sarig

    Omri_Sarig

  • Fractal dimension
  • Real-valued number of spatial dimensions

    {\displaystyle D={\frac {d\log L(k)}{d\log k}}.} Lyapunov dimension Multifractal dimensions: a special case of Rényi dimensions where scaling behaviour

    Fractal dimension

    Fractal_dimension

  • Index of fractal-related articles
  • Lyapunov fractal Mandelbrot set Menger sponge Minkowski–Bouligand dimension Multifractal analysis Olbers' paradox Perlin noise Power law Rectifiable curve Scale-free

    Index of fractal-related articles

    Index_of_fractal-related_articles

  • Self-similarity
  • Whole of an object being mathematically similar to part of itself

    Arneodo, A.; Decoster, N.; Roux, S. G. (2000). "A wavelet-based method for multifractal image analysis. I. Methodology and test applications on isotropic and

    Self-similarity

    Self-similarity

    Self-similarity

  • Scenery generator
  • Type of software

    Townsend, P.; Vince, J. A. (eds.). "Dynamic Terrain Generation Based on Multifractal Techniques". High Performance Computing for Computer Graphics and Visualisation

    Scenery generator

    Scenery generator

    Scenery_generator

  • Valuation (finance)
  • Process of estimating what something is worth, used in the finance industry

    method for real option valuation Single-index model Markov switching multifractal Multiple factor models Damodaran, Aswath (31 January 2002). Investment

    Valuation (finance)

    Valuation_(finance)

  • Intermittency
  • Irregular alternation different types of dynamics

    Letters A, vol. 188, 1994, pp. 39–47 C. Meneveau and K.R. Sreenivasan, The multifractal nature of turbulent energy dissipation, Journal of Fluid Mechanics, vol

    Intermittency

    Intermittency

    Intermittency

  • Fractal analysis
  • Mathematical technique in data science

    analysis, including box counting, lacunarity analysis, mass methods, and multifractal analysis. A common feature of all types of fractal analysis is the need

    Fractal analysis

    Fractal analysis

    Fractal_analysis

  • List of fractals by Hausdorff dimension
  • S2CID 14240006. Meakin, Paul (1987). "Diffusion-limited aggregation on multifractal lattices: A model for fluid-fluid displacement in porous media". Physical

    List of fractals by Hausdorff dimension

    List_of_fractals_by_Hausdorff_dimension

  • Chicago Mercantile Exchange
  • American financial and commodity derivative exchange

    Walid; Vo, Xuan Vinh; Kang, Sang Hoon (June 1, 2022). "Upward/downward multifractality and efficiency in metals futures markets: The impacts of financial

    Chicago Mercantile Exchange

    Chicago Mercantile Exchange

    Chicago_Mercantile_Exchange

  • Wavelet
  • Function for integral Fourier-like transform

    speech recognition, acoustics, vibration signals, computer graphics, multifractal analysis, and sparse coding. In computer vision and image processing

    Wavelet

    Wavelet

    Wavelet

  • EPS Statistical and Nonlinear Physics Prize
  • contributions in the area of statistical physics, nonlinear physics, complex systems, and complex networks. List of physics awards "European Physical Society

    EPS Statistical and Nonlinear Physics Prize

    EPS_Statistical_and_Nonlinear_Physics_Prize

  • Dirac Medal (ICTP)
  • Prize awarded by the International Centre for Theoretical Physics

    confinement, the use of supersymmetry in statistical classical systems, the introduction of multifractals in turbulence, the stochastic differential equation for

    Dirac Medal (ICTP)

    Dirac Medal (ICTP)

    Dirac_Medal_(ICTP)

  • Fractal landscape
  • Stochastically generated naturalistic terrain

    Continuity". General Systems Yearbook. 6: 139–187. van Lawick van Pabst, Joost; Jense, Hans (2001). "Dynamic Terrain Generation Based on Multifractal Techniques"

    Fractal landscape

    Fractal landscape

    Fractal_landscape

  • Time in physics
  • Fundamental quantity in physics

    of information entropy production, of a system. Mandelbrot introduces intrinsic time in his book Multifractals and 1/f noise. Khemani, Moessner, and Sondhi

    Time in physics

    Time in physics

    Time_in_physics

  • Observable universe
  • All of space observable from the Earth at the present

    744M. doi:10.1086/497125. Mureika, J. R.; Dyer, C. C. (2004). "Review: Multifractal Analysis of Packed Swiss Cheese Cosmologies". General Relativity and

    Observable universe

    Observable universe

    Observable_universe

  • Tsallis entropy
  • Generalization of the standard Boltzmann–Gibbs entropy

    Lyra, M.; Tsallis, C. (1998). "Nonextensivity and Multifractality in Low-Dimensional Dissipative Systems". Physical Review Letters. 80 (1): 53–56. arXiv:cond-mat/9709226

    Tsallis entropy

    Tsallis_entropy

  • Albert C.J. Luo
  • Chinese-American mechanical engineer

    dissertation was titled Analytical modeling of bifurcations, chaos and multifractals in nonlinear dynamics (1996). From 1996 to 1998, Luo was an NSERC (Natural

    Albert C.J. Luo

    Albert C.J. Luo

    Albert_C.J._Luo

  • Charles Meneveau
  • French-Chilean born American fluid dynamicist

    and his advisor Prof. K. R. Sreenivasan established the fractal and multifractal theory for turbulent flows and confirmed the theory using experiments

    Charles Meneveau

    Charles Meneveau

    Charles_Meneveau

  • Software aging
  • Tendency of software to fail due to external changes or prolonged operation

    Liu (2003). "Software aging and multifractality of memory resources". 2003 International Conference on Dependable Systems and Networks, 2003. Proceedings

    Software aging

    Software_aging

  • Vera W. de Spinadel
  • Argentine mathematician

    English) de Spinadel, Vera W. (June 1999). "The metallic means family and multifractal spectra". Nonlinear Analysis: Theory, Methods & Applications. 36 (6):

    Vera W. de Spinadel

    Vera W. de Spinadel

    Vera_W._de_Spinadel

  • Luís Barreira
  • Portuguese mathematician (born 1968)

    articles, predominantly in Differential Equations, Dynamic Systems, Ergodic Theory and Multifractal Analysis. Barreira got his degree in 1991 in Applied Mathematics

    Luís Barreira

    Luís_Barreira

  • Pink noise
  • Signal with equal energy per octave

    convergence: a mathematical basis for Taylor's power law, 1/f noise and multifractality" (PDF). Phys. Rev. E. 84 (6) 066120. Bibcode:2011PhRvE..84f6120K. doi:10

    Pink noise

    Pink noise

    Pink_noise

  • Head/tail breaks
  • Algorithm

    not consisting of only one defined fractal, it is characterized by a multifractal complex network. This means that on different scales, the defined fractal

    Head/tail breaks

    Head/tail breaks

    Head/tail_breaks

  • Time series
  • Sequence of data points over time

    switching multifractal (MSMF) techniques for modeling volatility evolution. A hidden Markov model (HMM) is a statistical Markov model in which the system being

    Time series

    Time series

    Time_series

  • Leo P. Kadanoff Prize
  • experimental, theoretical, and numerical research on the nonlinear and multifractal foundations of turbulent flows. 2023 Itamar Procaccia The Weizmann Institute

    Leo P. Kadanoff Prize

    Leo_P._Kadanoff_Prize

  • Scale invariance
  • Features that do not change if length or energy scales are multiplied by a common factor

    convergence: A mathematical basis for Taylor's power law, 1/f noise, and multifractality" (PDF). Phys. Rev. E. 84 (6) 066120. Bibcode:2011PhRvE..84f6120K. doi:10

    Scale invariance

    Scale_invariance

  • Alexander Balankin
  • Russian-Mexican scientist (born 1958)

    new concept of multifractal elasticity and has developed the theory of mechanical behaviour and fracture of composites with multifractal structures. In

    Alexander Balankin

    Alexander Balankin

    Alexander_Balankin

  • R. I. Sujith
  • Professor of Aerospace Engineering

    of turbulent thermoacoustic systems from combustion noise to instability. His research has also explored the multifractal nature of combustion noise and

    R. I. Sujith

    R. I. Sujith

    R._I._Sujith

  • Neelima Gupte
  • Indian physicist

    collaborators include the phase transition analogs of the thermodynamics of multifractals, the method of impulsive synchronisation and the enhancement of the

    Neelima Gupte

    Neelima_Gupte

  • Power law
  • Functional relationship between two quantities

    convergence: a mathematical basis for Taylor's power law, 1/f noise and multifractality" (PDF). Phys. Rev. E. 84 (6) 066120. Bibcode:2011PhRvE..84f6120K. doi:10

    Power law

    Power_law

  • Catalog of articles in probability theory
  • Interacting particle system Jump diffusion M/M/1 model M/M/c model Mark V Shaney Markov chain Monte Carlo Markov switching multifractal Oscillator linewidth

    Catalog of articles in probability theory

    Catalog_of_articles_in_probability_theory

  • Fossil record of fire
  • Fossilized evidence of wildfires on Earth

    (2019-12-14). "The Classification of Inertinite Macerals in Coal Based on the Multifractal Spectrum Method". Applied Sciences. 9 (24): 5509. doi:10.3390/app9245509

    Fossil record of fire

    Fossil record of fire

    Fossil_record_of_fire

  • Turbulence
  • Motion characterized by chaotic changes in pressure and flow velocity

    ISBN 978-0-521-57066-4. Meneveau, C.; Sreenivasan, K.R. (1991). "The multifractal nature of turbulent energy dissipation". J. Fluid Mech. 224: 429–484

    Turbulence

    Turbulence

  • Self-similar process
  • explain the origin of the variance to mean power law, 1/f noise and multifractality, features associated with self-similar processes. Ethernet traffic

    Self-similar process

    Self-similar_process

  • Slow DoS attack
  • Category of denial-of-service attack

    Liyuan; Yue, Meng (2015). "Low-Rate DoS Attacks Detection Based on Network Multifractal". IEEE Transactions on Dependable and Secure Computing. 13 (5): 559–567

    Slow DoS attack

    Slow_DoS_attack

  • Lucilla de Arcangelis
  • Italian physicist

    completed her Ph.D. at Boston University in 1986; her dissertation, Multifractality in Percolation: the Voltage Distribution, was supervised by Sidney

    Lucilla de Arcangelis

    Lucilla_de_Arcangelis

  • Hilbert–Huang transform
  • Signal analysis tool

    Muyi; Huang, Yongxiang (July 2014). "Hilbert–Huang Transform based multifractal analysis of China stock market". Physica A: Statistical Mechanics and

    Hilbert–Huang transform

    Hilbert–Huang_transform

  • Earthquake prediction
  • Branch of geophysics, primarily seismology

    of statistical physics, i.e., detrended fluctuation analysis (DFA), multifractal DFA and wavelet transform revealed that SES are clearly distinguished

    Earthquake prediction

    Earthquake_prediction

  • Intrinsic dimension
  • Least variables needed to represent data

     1. World Scientific. pp. 1–107. ISBN 9810213530. Harte, D. (2001). Multifractals — Theory and Applications. Chapman and Hall/CRC. ISBN 9781584881544

    Intrinsic dimension

    Intrinsic_dimension

  • Fractal expressionism
  • Art style

    W.H. Freeman, 1982. Print.] J.R. Mureika, C.C. Dyer, G.C. Cupchik, “Multifractal Structure in Nonrepresentational Art”, Physical Review E, vol. 72, 046101-1-15

    Fractal expressionism

    Fractal_expressionism

  • Dislocation avalanches
  • currently lack in experimental data. Lebyodkin, M.A.; Estrin, Y. (2005). "Multifractal analysis of the Portevin–Le Chatelier effect: General approach and application

    Dislocation avalanches

    Dislocation_avalanches

  • John Wettlaufer
  • American physicist and applied mathematician

    ; DelSordo, F.; Wettlaufer, J. S. (2017). "Exoplanetary detection by multifractal spectral analysis". The Astronomical Journal. 153 (1): 12. arXiv:1609

    John Wettlaufer

    John_Wettlaufer

  • Manfred Cuntz
  • German astronomer

    The Case for Dwarf K Stars (2016) (incl. E. F. Guinan). Fractal and Multifractal Analysis of the Rise of Oxygen in Earth's Early Atmosphere (2015) (incl

    Manfred Cuntz

    Manfred Cuntz

    Manfred_Cuntz

  • Cardiophysics
  • Struzik. (2004). "Econophysics vs Cardiophysics: the Dual Face of Multifractality". In Hideki Takayasu (ed.). The Application of Econophysics. Japan:

    Cardiophysics

    Cardiophysics

  • A. M. Jayannavar
  • Indian physicist (1956–2021)

    classical and quantum problems in random media and physics of mesoscopic systems. High temperature superconductors, thermal ratchets and molecular motors

    A. M. Jayannavar

    A._M._Jayannavar

  • Bent Jørgensen (statistician)
  • Danish statistician

    distributions in natural systems. They can be used to explain the origin of Taylor's law as well as 1/f noise and multifractality. Consequent to Jørgensen's

    Bent Jørgensen (statistician)

    Bent_Jørgensen_(statistician)

  • Alberto Carpinteri
  • Italian professor and engineer (born 1952)

    "Size effects on nominal tensile strength of concrete structures: multifractality of material ligaments and dimensional transition from order to disorder"

    Alberto Carpinteri

    Alberto_Carpinteri

  • EPIC-Seq
  • Cell-free DNA profiling method

    Karri, Sirish; Firer, Michael A.; Minnes, Refael (2 November 2023). "Multifractal analysis of cellular ATR-FTIR spectrum as a method for identifying and

    EPIC-Seq

    EPIC-Seq

  • Baghir Suleimanov
  • Azerbaijani petroleum scientist and academic (1959–2026)

    and recoverable resources was developed; Based on the use of fractal, multifractal dimensions and Fisher-Shannon indicators, new methods of oil field development

    Baghir Suleimanov

    Baghir_Suleimanov

  • History of network traffic models
  • António (2003). "Modeling Network Traffic with Multifractal Behavior" (PDF). Telecommunication Systems. 24 (2/4): 339–362. doi:10.1023/a:1026183318200

    History of network traffic models

    History_of_network_traffic_models

  • Eckart Marsch
  • German theoretical physicist

    analysis, employing profitably Elsasser variables, and analyzed the multifractal nature of fluctuations and their dissipation in turbulent energy cascades

    Eckart Marsch

    Eckart Marsch

    Eckart_Marsch

  • Taylor's law
  • Empirical law on the variance of species in a habitat

    convergence: a mathematical basis for Taylor's power law, 1/f noise and multifractality". Physical Review E. 84 (6) 066120. Bibcode:2011PhRvE..84f6120K. doi:10

    Taylor's law

    Taylor's_law

  • VAN method
  • Claimed earthquake prediction method

    of statistical physics, i.e., detrended fluctuation analysis (DFA), multifractal DFA and wavelet transform revealed that SES are clearly distinguished

    VAN method

    VAN_method

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