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Montecarlo method of pi calculation

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Montecarlo method of pi calculation

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08 Mar 2011 (Updated )

Montecarlo method of pi calculation. No loops!!!

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Description

A circle of radius 0.5 is inscribed inside a square with side length 1.
Script picks N points at random inside the square. It then checks to see if the point is inside the circle and then generates a figure in which the points ''in'' and ''out'' are plotted in different colors. Say we have M points inside the circle. Pi is then approximated as follows:
% Pi = 4*M/N.
No loops!!!

MATLAB release MATLAB 7.11 (R2010b)
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Comments and Ratings (3)
02 Oct 2013 Richard  
10 Mar 2011 Anon

Please provide a proper title for your function. "Dr., professor" is a joke!

09 Mar 2011 Sean de

-Malware script.
-Does do exactly what it says it does though and has a decent description.
-For educational purposes the direct calculation of the distance from the point to the center of the circle is better than using inpolygon (and probably more accurate).
-The 'MY' in the title makes it unnecessarily long.

Updates
11 Mar 2011

I have changed the title

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