Godelproof Matlab 3D Plot question

In summary, the conversation discusses how to draw a surface on the domain [0,1]^3 with the conditions z=x for x>=y and z=y for y>x. The use of "meshgrid" and "surface" commands is mentioned, but it is uncertain how to incorporate the inequalities. The provided FreeMat code in Matlab is used as an example for achieving the desired result.
  • #1
CaptainBlack
807
0
godelproof said:
I want to draw this surface on \([0,1]^3\):

\(z=x\) for \(x\geq y\) and \(z=y\) for \(y>x\)
I know "meshgrid" coupled with "surface" command allows you to draw \(z=x\) and \(z=y\), respectively. But I have no idea how to account for the inequalities.
Thanks.

The following is FreeMat code, but it should get you close enough in pure Matlab:

Code:
--> x=[0:0.1:1];
--> [X,Y]=meshgrid(x);
--> Z=X.*(X>=Y)+Y.*(X<Y);
--> surf(X,Y,Z);

CB
 
Last edited:
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  • #2
:x = 0:0.1:1; [X,Y] = meshgrid(x); Z = zeros(size(X)); idx = X>=Y;Z(idx) = X(idx);Z(~idx) = Y(~idx); surf(X,Y,Z)
 

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