Using Arrays inside arrayfun()

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MR
MR on 23 Dec 2017
Answered: Joss Knight on 26 Dec 2017
I'm using gpuArrays with arrayfun to speed up calculations, and I would need to pass an array inside the call, as such
[Zn] = arrayfun( @iterFuncDelta,Xo,Yo,orbit)
function [Zn] = iterFuncDelta(xdelta0,ydelta0,refOrbit)
maxIterations=2^15;
delta=complex(xdelta0,ydelta0);
delta0=delta;
n=2;
Zn=refOrbit(1,1)+delta;
while ( n <= maxIterations )
Zn=refOrbit(n,1)+delta;
delta=2*refOrbit(n,1)*delta+delta^2+delta0;
n=n+1;
end
end
How could I pass the array 'orbit' so that it is not treated as a single point (like Xo and Yo) ?
Thanks.

Accepted Answer

Matt J
Matt J on 23 Dec 2017
Edited: Matt J on 23 Dec 2017
According to this example, it should be possible with a nested function. Not sure how fast it's likely to be, though.
function Outer(Xo,Yo,orbit) %EDIT
refOrbit=orbit;
function [Zn] = iterFuncDelta(xdelta0,ydelta0)
maxIterations=2^15;
delta=complex(xdelta0,ydelta0);
delta0=delta;
n=2;
Zn=refOrbit(1,1)+delta;
while ( n <= maxIterations )
Zn=refOrbit(n,1)+delta;
delta=2*refOrbit(n,1)*delta+delta^2+delta0;
n=n+1;
end
end
[Zn] = arrayfun( @iterFuncDelta,Xo,Yo);
end
  2 Comments
MR
MR on 23 Dec 2017
But in that case, how does the arrayfun() call get access to the arrays Xo and Yo?
Matt J
Matt J on 23 Dec 2017
Edited: Matt J on 23 Dec 2017
You would pass that to Outer() as well (see edit). I of course can't know what other variables you actually have in your workspace, nor how they got there. The inclusion of Outer() was just an example to show the nested context needed for iterFuncDelta.

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More Answers (2)

Walter Roberson
Walter Roberson on 23 Dec 2017
  3 Comments
Walter Roberson
Walter Roberson on 23 Dec 2017
[Zn] = arrayfun( @(x,y) iterFuncDelta(x,y,orbit), Xo, Yo )
Matt J
Matt J on 24 Dec 2017
I don't think this will work on the GPU.

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Joss Knight
Joss Knight on 26 Dec 2017
You can't do any array or matrix operations in a GPU arrayfun kernel. You can access the contents of an array that is present as an up-level variable such as has been demonstrated in the comments. You can then loop over the contents of the array one element at a time, to emulate array operations such as a dot product. This blog article gives an example of doing this for a simple 3-vector.

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