Pages that link to "Item:Q2752734"
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The following pages link to Stable infinite variance fluctuations in randomly amplified Langevin systems (Q2752734):
Displaying 41 items.
- Stochastic resonance in a harmonic oscillator with random mass subject to asymmetric dichotomous noise (Q637517) (← links)
- Network topology of an experimental futures exchange (Q978688) (← links)
- Volatility return intervals analysis of the Japanese market (Q978689) (← links)
- From short to fat tails in financial markets: a unified description (Q978717) (← links)
- The Forbes 400, the Pareto power-law and efficient markets (Q978846) (← links)
- Noise-induced synchronization for phase turbulence (Q1412205) (← links)
- Fokker-Planck equation of distributions of financial returns and power laws (Q1591816) (← links)
- The mechanism of double-exponential growth in hyper-inflation (Q1598566) (← links)
- Investments in random environments (Q1672930) (← links)
- Equivalent continuous and discrete realizations of Lévy flights: a model of one-dimensional motion of an inertial particle (Q1672936) (← links)
- Long-tail behavior in locomotion of \textit{Caenorhabditis elegans} (Q1732952) (← links)
- Stochastic oscillator with random mass: new type of Brownian motion (Q1782528) (← links)
- A model for scaling in firms' size and growth rate distribution (Q1782627) (← links)
- Firm growth function and extended-Gibrat's property (Q1796570) (← links)
- Stochastic processes with power-law stability and a crossover in power-law correlations (Q1847436) (← links)
- Random magnets and correlations of stock price fluctuations (Q1850397) (← links)
- Self-modulation processes and resulting generic \(1/f\) fluctuations (Q1873941) (← links)
- Continuous Markovian model for Lévy random walks with superdiffusive and superballistic regimes (Q1938090) (← links)
- Multiplicative processes and power laws in human reaction times derived from hyperbolic functions (Q1947728) (← links)
- A random multiplicative model of Piéron's law and choice reaction times (Q2068397) (← links)
- Ornstein-Uhlenbeck process with fluctuating damping (Q2148214) (← links)
- Parameter estimation of default portfolios using the Merton model and phase transition (Q2165678) (← links)
- Generalised central limit theorems for growth rate distribution of complex systems (Q2250980) (← links)
- Qualitative change of fluctuation observed in real traffic flow (Q2268954) (← links)
- Invariant power law distribution of Langevin systems with colored multiplicative noise (Q2740907) (← links)
- Trichotomous noise induced stochastic resonance in a fractional oscillator with random damping and random frequency (Q3302521) (← links)
- Stochastic resonance in a fractional oscillator driven by multiplicative quadratic noise (Q3302955) (← links)
- RISK-SEEKING VERSUS RISK-AVOIDING INVESTMENTS IN NOISY PERIODIC ENVIRONMENTS (Q3534068) (← links)
- Maximum likelihood estimators for generalized Cauchy processes (Q3544478) (← links)
- ECONOPHYSICS: WHAT CAN PHYSICISTS CONTRIBUTE TO ECONOMICS? (Q4521249) (← links)
- HEDGING STRATEGY WITH LANGEVIN EVOLUTION (Q4522661) (← links)
- Amplification of intrinsic fluctuations by the Lorenz equations (Q4526286) (← links)
- A model of returns for the post-credit-crunch reality: hybrid Brownian motion with price feedback (Q4683036) (← links)
- Mittag-Leffler noise induced resonance behavior in a fractional generalized Langevin equation with random trichotomous inherent frequency (Q4964499) (← links)
- Fat tails and black swans: Exact results for multiplicative processes with resets (Q5112961) (← links)
- Human stick balancing: Tuning Lèvy flights to improve balance control (Q5705432) (← links)
- Scaling in simple continued fraction (Q5870439) (← links)
- Dynamical models of stock market exchanges: From microscopic determinism to macroscopic randomness (Q5947212) (← links)
- About the optimal FPE for non-linear 1D-SDE with Gaussian noise: the pitfall of the perturbative approach (Q6123405) (← links)
- Truncated Lévy flights and generalized Cauchy processes (Q6135093) (← links)
- Deformation of power law in the double Pareto distribution using uniformly distributed observation time (Q6628809) (← links)
