Stochastic Processes Having Fractional Order Nonlinearity Associated with Hyper Gamma Distribution (General)
スポンサーリンク
概要
- 論文の詳細を見る
Stochastic processes with fractional order nonlinearity that give rise to the hyper Gamma distribution are demonstrated. Nonlinear mathematical structures necessary for the appearance of the hyper Gamma distribution are also exhibited for one, two, three-dimensional systems. Information geometrical relations for their associated nonlinear Langevin equations are displayed, and their physical significance is discussed in conjunction with the fluctuation-dissipation theorem for the Langevin equations.
- 社団法人日本物理学会の論文
- 2004-03-15
著者
-
Konno Hidetoshi
Institute of Materials Science, University of Tsukuba
-
Lomdahl Peter
Institute Of Engineering Mechanics And Systems University Of Tsukuba:theoretical Division Los Alamos
-
Konno H
Institute Of Engineering Mechanics And Systems University Of Tsukuba:theoretical Division Los Alamos
-
Konno Hidetoshi
Institute Of Engineering Mechanics And Systems Univers Of Tsukuba:theoretical Division Los Alamos Na
-
KONNO Hidetoshi
Faculty of Engineering, Hokkaido University
-
KONNO Hidetoshi
Institute of Engineering Mechanics and Systems, University of Tsukuba:Theoretical Division, Los Alamos National Laboratory
関連論文
- Exponential Characteristics of Power Spectral Densities Caused by Chaotic Phenomena
- Generalized Birth-Death Stochastic Process in Nonequilibrium Open System
- Stochastic Processes Having Fractional Order Nonlinearity Associated with Hyper Gamma Distribution (General)
- Resonant Breakup of Soliton in Parametrically Driven Nonlinear Schrodinger Equation
- Steady Inhomogeneous Patterns of Non-Equilibrium Superconductor : Long Time Behaviour of the μ Model System
- The Birth-Death Stochastic Processes of "Solitons"in the 1D Benny Equation : General Physics
- Method of Nonlinear Transformation for Obtaining Approximate Analytic Solution of Nonlinear Ordinary Differential Equation. II : General Physics
- Derivation of a Generalized Fokker-Planck Equation for a Non-Markoffian System with the Time Reversal Asymmetry
- Chaotic Behaviour of Soliton-Like Pulses in a Driven Modified Kuramoto-Sivashinsky Equation
- The Wigner Transform of Soliton Solutions for the Nonlinear Schrodinger Equation
- Nonlinear Theory of Surface Acoustic Wave Parametric Oscillation
- On Stochastic Burgers Equation
- Dynamical Features of the Local Fractal Dimension of Brain Waves and Its Applicability for Diagnosis of Senile Dementia
- Method of Nonlinear Transformation for Obtaining Approximate Analytic Solution of Nonlinear Ordinary Differential Equation
- Noise-Induced Nonlinear Modes in Driven Charge-Density-Wave Systems : II. LOW TEMPERATURE PROPERTIES OF SOLIDS : Charge Density Waves
- On Inhomogeneous Patterns in Non-Equilibrium Superconductor : μ* Model with Boundary Condition in One Dimension
- The Uncertainty Relation of One-Soliton Solution with Nonlinear Schrodinger Equation and Its Performance as an Analyzing Wavelet
- Canonical Correlation Formalism of an Anharmonic Brownian Oscillator Based on Projection Operator Technique
- Local Non-Stationary Nature of Brain Waves from Demented Persons
- On the Whiteness of Quantum Noise Source for Brownian Oscillator
- On the Intermittent Voltage Jumps in dc-Driven Charge-Density-Wave Systems
- Irreversible circulation of fluctuation in coupled-core nuclear reactors.
- Two-group theory of space dependent at-power reactor noise.
- Mirage effect of non-linear transfer element (symmetric limiter) upon power spectral density function of statistical fluctuation.