The previous picture was only an example, I should by the end solve non
linear system of dimension 500. I expect NLsolve to work with one dimension
too.
I have not figure out how to use anonymous function within NLsolve. I don't
understand of what README Tim Holy you are talking about. I went on the
julia docs and on wikipedia and I have found the following definition:
* h = (x,z)->[z^2-1+x,x^2-z^3]*
or
*function (x,z)*
*[z^2-1+x,x^2-z^3]*
* end*
But it does not seem to work. When it is not a problem of number of
argument, It is said that *`*` has no method matching *(::Array{Float64,1},
::Array{Float64,1}) *so I used *h = (x,z)->[z.^2-1+x,x.^2-z.^3] *but it
does not give the correct result.
In the loop the function is always under the same name but the function is
located into a different place:
for instance for the first iteration:
*##f#32489 (generic function with 1 method) *
and for the second one:
*##f#32490 (generic function with 1 method)*
and so on...
So it seems that new space is allocated at each iteration even if the function
is created under the same name (myfun).
Le mardi 28 avril 2015 13:27:21 UTC+1, Yuuki Soho a écrit :
>
> Do you really need to use a different name for your function each time ?
> you could just use the same name it seems. I'm not sure it would solve the
> problem though.
>
