anonymous function for if-else statements
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Hi, Is it possible to write an anonymous function or a function handle that replicates the behavior of if-else statements?
Consider the simple problem
if condition
a=b(x);
else
a=c(x);
end
it is possible to write the following function that will replicate that behavior
function out=ifelse(condition,answer1,answer2)
if condition
out=answer1;
else
out=answer2;
end
A critical difference between the first and the second pieces of code is the fact that in the second one, both answer1 and answer 2 need to be computed/evaluated before passing them to the ifelse function. For small problems this is not really a problem. However, in a situation where b(x) or c(x) are expensive to compute, it is best to avoid un-necessary operations.
One workaround would be
function out=ifelse2(condition,input1,input2)
if condition
out=eval(input1);
else
out=eval(input2);
end
In this case though we have to use "eval".
Is there any other way to deal with this, possibly using some kind of anonymous function or a function handle?
Thanks
1 个评论
Jan
2017-7-19
Don't use eval. If you talk about expensive functions, the performance degradation by eval must be important.
回答(4 个)
Walter Roberson
2017-7-19
SelectCell = @(C, idx) C{idx}
condfunc = @(x, scalarcondition, varargin) feval(SelectCell(varargin, scalarcondition+1),x)
Example:
condfunc(x, condition, @b, @c)
5 个评论
Walter Roberson
2017-7-20
When the scalarcondition is logical, then false corresponds to 0 and true corresponds to 1, and adding one to that takes it into the range 1 or 2, which is suitable for indexing a two element array. However, you might want to use 2-scalarcondition instead, to reverse the order of the tests (the first one corresponds to false in the way I wrote the code.)
Sean de Wolski
2017-7-19
In R2016b and newer you can have subfunctions in scripts as well as functions. I would recommend using them instead.
4 个评论
Jan
2017-7-19
@(x) condition * b(x) + (~condition) * c(x)
But you see, that b(x) and c(x) are evaluated also. The best strategy is not to use anonymous functions, but normal functions. Then you have the full power and the best speed.
9 个评论
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