Sorry to bring this up again ...

I know that the Ocaml team might be implementing complex numbers in 
Ocaml.

However, I need complex support now and I was wondering what the best 
way to proceed would be, if I want to port the code over to the native 
complex support as and when it becomes available?

I need the basic arithmetic and trignometric operations and bigarray 
(complex32, complex64 and fortran layout) support.

I could borrow the basic arithmetic and trignometric stuff from Psilab 
or even Clean libraries. Should I represent complex numbers as tuples or 
record (tuples I guess, since that is what Psilab does)?

What about the bigarray support? The basic stuff I can roll on my own, 
unless somebody else has already done it and can provide me with code. 
How about the bracket notation? Do I need to use camlp4 to get a.{i,j} 
to return a complex number and a.{i,j} <- to store a complex number in 
(i,j)th position (etc..)?

The reason I need the a.{i,j} notation is that I already have real 
number versions of my code and the complex versions will be identical. 
However, for performance reasons I cannot use functors. So I intend to 
do cut-and-paste!

Any advice and/or code will be appreciated.

Thanks,

--shiv--

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