Code covered by the BSD License
-
birthdeath(npoints, flambda, ...
BIRTHDEATH generate a trajectory of a birth-death process
-
bm3plot(npoints, sigma)
% BM3PLOT Generate and plot a 3-dimensional Brownian motion
-
brownian(npoints, sigma)
BROWNIAN generate and plot an aproximation to Brownian motion.
-
galtonwatson(nmbgen, initsize...
GALTONWATSON generates a trajectory of a Galton-Watson branching process
-
moran(initsize, popsize)
MORAN generates a trajectory of a Moran type process
-
poisson2d(lambda)
POISSON2D generate and plot Poisson process in the plane
-
poisson3d(lambda)
POISSON3D generate and plot Poisson process in the unit cube
-
poissonjp(njumps, lambda, ntr...
POISSONJP generate and plot a number of trajectories of a Poisson
-
poissonti(tmax, lambda, nproc...
POISSONTI generate N independent Poisson processes as matrix
-
ranwalk(npoints, p)
RANWALK generate and plot a trajectory of a random walk which
-
ranwalk2d(npoints, p)
-
ranwalk3d(npoints, p)
-
rw3plot(npoints, ntrajs, p)
RW3PLOT generate and plot some trajectories of the process
-
View all files
from
Simulation of Stochastic Processes
by Ingemar Kaj Raimundas Gaigalas
Simulates and plots trajectories of simple stochastic processes.
|
| ranwalk(npoints, p)
|
function [rwproc] = ranwalk(npoints, p)
% RANWALK generate and plot a trajectory of a random walk which
% starts at 0, jumps up with probability p and down with
% probability 1-p
%
% [rwproc] = ranwalk(npoints, p)
%
% Inputs: npoints - length of the trajectory
% p - probability of the jump upwards
%
% Outputs: rwproc - trajectory of the process
% Authors: R.Gaigalas, I.Kaj
% v1.2 07-Oct-02
% default parameter values
if (nargin==0)
npoints = 100;
p = 0.5;
end
% generate jumps and sum up
rwproc = [0 cumsum(2.*(rand(1, npoints-1)<p)-1)];
stairs(rwproc);
|
|
Contact us at files@mathworks.com