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[PDF] Top 20 Fractional Stochastic Field Theory

Has 10000 "Fractional Stochastic Field Theory" found on our website. Below are the top 20 most common "Fractional Stochastic Field Theory".

Fractional Stochastic Field Theory

Fractional Stochastic Field Theory

... renormalized field theory for the solution of a stochastic di ff erential equation (Langevin equation) has been reviewed and ...is stochastic field theory with fractional ... See full document

8

Analytical Valuation of Contingent Claims by Stochastic Interacting Systems for Stock Market

Analytical Valuation of Contingent Claims by Stochastic Interacting Systems for Stock Market

... the field of applying the theory of stochastic interacting particle dynamic systems to investigate the statistical properties of fluctuations of stock prices in a stock market, and the corresponding ... See full document

8

Fractional Brownian motion: theory and applications

Fractional Brownian motion: theory and applications

... recent theory and applications of the fractional Brownian ...a stochastic integral with respect to the fractional Brownian ...ltering theory, mathematical ...deterministic ... See full document

12

Stability for a class of semilinear fractional stochastic integral equations

Stability for a class of semilinear fractional stochastic integral equations

... Currently fractional systems are of great interest because of the applications they have in several areas of science and technology, such as engineering, physics, chemistry, mechan- ics, ...electromagnetic ... See full document

20

Disordered driven coupled cavity arrays : Non equilibrium stochastic mean field theory

Disordered driven coupled cavity arrays : Non equilibrium stochastic mean field theory

... mean-field theory would predict bistability, the full density matrix would generally have a configuration with a significant weight near both of these mean-field solutions, but with a fixed ratio ... See full document

6

A Nonlinear Creep-damage Constitutive Model of Mudstone Based on the Fractional Calculus Theory

A Nonlinear Creep-damage Constitutive Model of Mudstone Based on the Fractional Calculus Theory

... mechanics theory and the fractional calculus ...Model Fractional Calculus Basic Element Fractional calculus is to extend the order of calculus to the field of fractions and even ... See full document

11

Nonlocal fractional stochastic differential equations driven by fractional Brownian motion

Nonlocal fractional stochastic differential equations driven by fractional Brownian motion

... involving fractional derivatives in time are more realistic to describe many phenomena in practical cases than those of integer order in ...time. Fractional differ- ential equations therefore have attracted ... See full document

16

Controllability of a Stochastic Neutral Functional Differential Equation Driven by a fBm

Controllability of a Stochastic Neutral Functional Differential Equation Driven by a fBm

... the theory of stochastic calculus for fractional Brownian ...Sobolev-type fractional stochastic equation driven by fractional Brownian motion in a Hilbert ... See full document

15

Non Perturbative Guiding Center and Stochastic Gyrocenter Transformations: Gyro Phase Is the Kaluza Klein 5th Dimension also for Reconciling General Relativity with Quantum Mechanics

Non Perturbative Guiding Center and Stochastic Gyrocenter Transformations: Gyro Phase Is the Kaluza Klein 5th Dimension also for Reconciling General Relativity with Quantum Mechanics

... gravitational field is also considered. The way to introduce the gravitational field is original and based on the Einstein conjecture on the fea- sibility to extend the general relativity theory to ... See full document

52

Moment bounds for a class of fractional stochastic heat equations

Moment bounds for a class of fractional stochastic heat equations

... The initial conditions we have dealt with so far are functions that are non- negative on a set of positive measure. In fact, we can also deal with more general initial conditions. The only issue to achieve this extension ... See full document

24

Turning the resistive MHD into a stochastic field theory

Turning the resistive MHD into a stochastic field theory

... magnetic field structures, which can be con- sidered as stochastic bundles of non-propagating fluctuations (Chang, ...as field-aligned flux tubes, in the Earth’s cusp regions (see ... See full document

9

Electromagnetic Interpretation of Fractional Order Elements

Electromagnetic Interpretation of Fractional Order Elements

... circuit theory were extended to include the new generalized elements and fractional-order ...circuit theory is a limiting special case of electromagnetic field theory and the ... See full document

10

On a semilinear mixed fractional heat equation driven by fractional Brownian sheet

On a semilinear mixed fractional heat equation driven by fractional Brownian sheet

... and fractional heat equations driven by fractional Brownian mo- tion (sheet) are a recent research direction in probability theory and its ...the fractional heat equation and a class of ... See full document

24

Controllability of linear fractional stochastic systems

Controllability of linear fractional stochastic systems

... linear stochastic fractional systems. The denition of fractional stochastic controllability is ...approximate fractional stochastic ...of fractional stochastic ... See full document

8

Control and Synchronization of a Fractional-order Chaotic Financial System

Control and Synchronization of a Fractional-order Chaotic Financial System

... financial field, some scholars have established a chaotic financial system with interest rates, investment needs and price indices as state variables ...chaos theory, and it is also a hot issue in the ... See full document

12

A New Version of Unified Field Theory—Stochastic Quantum Space Theory on  Particle Physics and Cosmology

A New Version of Unified Field Theory—Stochastic Quantum Space Theory on Particle Physics and Cosmology

... Abstract: Stochastic quantum space theory is a new version of unified field ...Einstein field equations without the original stress-energy tensor and the redefined gauge tensor multiplied with ... See full document

152

Integer Versus Fractional Order SEIR Deterministic and Stochastic Models of Measles

Integer Versus Fractional Order SEIR Deterministic and Stochastic Models of Measles

... (Caputo) fractional differential equations depicting the susceptible-exposed-infectious-recovered (SEIR) models of ...and fractional stochastic processes, we introduce the fractional ... See full document

19

Monte-Carlo Simulation of Neoclassical Transport in Magnetic Islands and Ergodic Regions

Monte-Carlo Simulation of Neoclassical Transport in Magnetic Islands and Ergodic Regions

... so-called stochastic di ff usion theory based on the “field line diffusion” [6] overestimates the radial en- ergy transport in the edge added resonant magnetic per- turbations (RMPs) [7, ...the ... See full document

6

Transient fluctuation relations for time-dependent particle transport

Transient fluctuation relations for time-dependent particle transport

... the stochastic path integral approach as an optimal tool to probe the fluctuation statistics in such ...nonequilibrium field theory, the stochastic path integral encapsulates the quantum ... See full document

15

Boundary controllability of nonlocal Hilfer fractional stochastic differential systems with fractional Brownian motion and Poisson jumps

Boundary controllability of nonlocal Hilfer fractional stochastic differential systems with fractional Brownian motion and Poisson jumps

... using stochastic analysis, fractional analysis, compact semigroups and the Schauder fixed-point theorem, we discuss the approximate boundary controllability of a nonlocal Hilfer fractional ... See full document

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