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How to plot Isocontour of a covariance matrix of a gaussian distribution?

Posted on 2013-06-06
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Last Modified: 2016-03-02
Hi Experts,
I just want to ask how you can plot the Isocontour of covariance of a Gaussian, say covariance of the code in
The covariance i am talking about is in the following code:
Here. The line of code in question are
mu = mean(top_x);     % mean vector calculation
  
Sigma = cov(top_x);   % Covariance calculation

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i am trying to use the example:Click
but
g = gaussdens('m',[1;2],'var',[4 1;1 2]);

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does not exist in my matlab version(Ver R2008b). The
show(g)

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also does not work. Any idea of any function that does this job in matlab?
g = gaussdens('m',[1;2],'var',[4 1;1 2]);

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show(g) 

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Comment
Question by:wish_C
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5 Comments
 
LVL 15

Expert Comment

by:yuk99
ID: 39227990
This tutorial is for their specific toolbox - Statlearn. You can find it on the main page: http://statlearn.free.fr/
Download and properly install the toolbox (you will need to add the toolbox path to MATLAB with setpath), then you can follow the tutorial.

You can also do similar staff with MATLAB's Statistical toolbox. See http://www.mathworks.com/help/stats/multivariate-normal-distribution.html for details.
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Accepted Solution

by:
wish_C earned 0 total points
ID: 39229397
Thanks all, I managed to get it working. I use a third party function called, plot_gaussian_ellipsoid.
0
 

Author Comment

by:wish_C
ID: 39229440
Thanks yuk99, i did not try your suggestion, but i believe it may work since it is also a third party function. I actually downloaded the matlab functionm when i posted this question, but found a third party which works for me, so i did not bother to continue. Just one more question. Am trying to plot the selection in This code and the code for selecting the  top individuals in the population is this:

 top_x  = pop(b(1:options.topSize),:)

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but anytime i look at the plot of the initial population and the selected population, they look different. The position of the selected ones are different from their position in the initial population. Why is this happening. The concern code is in ID: 39196865.
0
 
LVL 15

Expert Comment

by:yuk99
ID: 39229745
I think you are asking completely different question than was in the original question. If you have solved the original problem (running through the tutorial of Statlearn or doing the same by other tools) you should close the question and open a new one.

In the new question please show some figures to illustrate your problem? If possible show a code that simplify the problem and can be reproduced (all variables and functions are defined). It will help me to answer quicker. Actually, believe it or not, in many cases when people do this, they can find the solution by themselves.
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Author Closing Comment

by:wish_C
ID: 39240433
I figured it out myself.
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