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Date: -- (:)
From: David McClain <dmcclain@a...>
Subject: Re: scientific computing with ocaml, gsl api
Actually, there are OCaml bindings available in NML for just this purpose.
My first major application of NML was a hybrid OCaml/NML program for solving
a highly nonlinear problem that computes the phase variations in an optical
system that give rise to measured image blur functions. If you are
interested in a copy of the source for this app (about 700 lines of OCaml/50
lines of NML) just drop me a note. The OCaml is terrific for overall program
organization, while the NML is quite expressive for the array computations
and Fourier analysis...

- DM

----- Original Message -----
From: Julian Assange <>
To: David McClain <>
Cc: <>; <>
Sent: Tuesday, March 28, 2000 11:00 PM
Subject: scientific computing with ocaml, gsl api

> "David McClain" <> writes:
> > Dear OCaml Enthusiasts,
> >
> > It has been stewing for more than a year now, a continuing work in
> > but it is high time that I release a matured copy of the code and
sources to
> > the world. NML (Not ML, Numeric Modeling Language, Numeric ML, Nearly
> > ...) is an interactive, dynamically typed, tail pure, compiled (to
> > code closures) functional language, whose syntax closely follows that of
> > OCaml, but where all math operations are overloaded and vectorized on
> > and complex data in the form of lists, vectors, multidimensional arrays,
> > tuples, etc.
> This looks very nice david! Is it possible to use the vectorised, array
> within ocaml? i.e I'm a little leary of using NML for mid-large
applications due
> to the lack of type checking, but it does seem to be an excellent language
> scientific interrogation.
> Have you looked at the GNU scientific library?
> This is a wonderfully eclectic scientific library in C, with strong
> control over float properties. An ocaml or MNL binding would be a
> killer app.
>  > Are there any plans to support euclidian vector algebra in n
>  > dimensions? Preferably with user-defined physical field properties?
>  >
>  > Specifically I want to be able to do things like define two vectors,
>  > v_1, and v_2, have v_1 radiate a force decreasing at 1/distance^2, and
>  > calculate the the force vector across all of v_2. This is more complex
>  > than simple point sources, but there doesn't even seem to be support
>  > for those. It could be argued that a two body case is so trivial it
>  > doesn't need supporting, which is probably true, but n body cases and
>  > non point sources are hard work and useful in many (even non-physics)
>  > applications. i.e the v_1, v2 example I mentioned above forms part of
>  > an optimisation solution I have for laying out 2d chemical labels
>  > (part-of-molecule number, atomic weight, charge, etc) over a 3d
>  > polynucleartide in such a way as to avoid the labels writing accross
>  > each other.
>  >
>  > Cheers,
>  > Julian