I would like to present a Brownian motion figure (t, W (t)) in dimension 3, so as to have the x and y axes representing the time t and the z axis representing the brownian motion W (t). Here is the code I used in dimension 2 :
tf=350; % Set time interval [0,tf]
N=350; % Set number of steps to compute at in [0,tf]
h=tf/N; % Compute the time step
dW=sqrt(h)*randn(1,N); % Generate array of brownian movements
W=cumsum(dW); % Sum the array cummulativley
t=0:h:tf; % Array of equal time steps
plot(W); % Plot the Wiener process
xlabel('t');ylabel('W(t)');title('Sample Wiener Process')

4 个评论

‘... so as to have the x and y axes representing the time t ...’
I’m obviously missing somthing.
What is to be gained by having the same variable represented on two axes of a 3D plot?
Magdalin
the answer you probably want is the same that Start Strider provided to Raady in this QA:
let know if that solves this question
regards
Magdalin
Magdalin 2017-2-19
编辑:Image Analyst 2017-2-19
I know that this is a 2-dimension plot, but I just want to know how I can change my code to have a 3D view of this 2D plot just like this:
I gave you random walk code below. The thing we're all confused about is how you have two axes (x and y) for time ("have the x and y axes representing the time t ") while the particle travels in only one direction - the z direction. Explain why there are two time axes.

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Image Analyst
Image Analyst 2017-2-19

0 个投票

Seems like a random walk program should do it. I'm attaching 3 different random walk simulations. Feel free to modify any of them.

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