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Re: Object-Oriented Paradigm in Mathematica?
- To: mathgroup at smc.vnet.net
- Subject: [mg65997] Re: [mg65983] Object-Oriented Paradigm in Mathematica?
- From: Sseziwa Mukasa <mukasa at jeol.com>
- Date: Wed, 26 Apr 2006 04:37:58 -0400 (EDT)
- References: <200604250919.FAA07103@smc.vnet.net>
- Sender: owner-wri-mathgroup at wolfram.com
On Apr 25, 2006, at 2:19 AM, Shyam Guthikonda wrote:
> I come from the world of C++ :) I am trying to perform various
> simulations using Mathematica, and I find myself coming up with all my
> algorithms in terms of objects.
You would probably find Mathematica more useful if you thought in
terms of its own natural paradigm of expressions and functions. The
idea of using some form of object oriented paradigm in Mathematica
comes up frequently on this list, as you can probably tell from your
search through the archives. In general, using C++ methodology in
Mathematica is like using COBOL methodology in C++: it's possible but
unlikely to be productive.
There is a relatively simple way to use object oriented type
techniques to organize programs in Mathematica: by treating the head
of expressions as a type. That can get you inheritance (but not
trivially), polymorphism (a little easier) and a limited notion of
encapsulation. But because Mathematica works by exposing the
structure of expressions, encapsulation is a poor fit. Template
style programming however is easy and recommended.
> Does Mathematica support some type of Object-Oriented Paradigm?
As far as I can tell this is a subject still open to debate, and
frequently prompts long email threads that devolve into flame wars.
I think the politic answer is, not really. A slightly more accurate
answer would be; a C++ or Java like object model is a poor fit for
Mathematica.
Don't despair however. My suggestion would be for you to look at how
some algorithms you are interested in are implemented in Mathematica
if possible. Or ask on this list, as long as the problem is not too
complex several people here would be happy to show you how they would
implement various algorithms in Mathematica. The learning curve for
thinking about problems the Mathematica way is not too steep once
you've seen a few examples.
Regards,
Ssezi
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