Scaling behavior Levy flight (distance from the origin v number of steps)
$begingroup$
In the question
- Numerical approximation of Levy Flight
the implementation of a Levy-flight random walk with Matlab was discussed.
For a classical random walk (Brownian motion), we have that the distance from the origin of the walk ($D$) scales as the square root of the number of steps (N): $D sim N^{1/2}$. What is the analogous result for $alpha$-Levy flights?
probability numerical-methods matlab simulation
$endgroup$
add a comment |
$begingroup$
In the question
- Numerical approximation of Levy Flight
the implementation of a Levy-flight random walk with Matlab was discussed.
For a classical random walk (Brownian motion), we have that the distance from the origin of the walk ($D$) scales as the square root of the number of steps (N): $D sim N^{1/2}$. What is the analogous result for $alpha$-Levy flights?
probability numerical-methods matlab simulation
$endgroup$
add a comment |
$begingroup$
In the question
- Numerical approximation of Levy Flight
the implementation of a Levy-flight random walk with Matlab was discussed.
For a classical random walk (Brownian motion), we have that the distance from the origin of the walk ($D$) scales as the square root of the number of steps (N): $D sim N^{1/2}$. What is the analogous result for $alpha$-Levy flights?
probability numerical-methods matlab simulation
$endgroup$
In the question
- Numerical approximation of Levy Flight
the implementation of a Levy-flight random walk with Matlab was discussed.
For a classical random walk (Brownian motion), we have that the distance from the origin of the walk ($D$) scales as the square root of the number of steps (N): $D sim N^{1/2}$. What is the analogous result for $alpha$-Levy flights?
probability numerical-methods matlab simulation
probability numerical-methods matlab simulation
asked Jan 21 at 13:01
DalDal
1,50822470
1,50822470
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