New to MuPad

Hello all,

My name is Craig Ugoretz. I am working on an open source project
named AKIRA (akira-project.org) as a programmer. AKIRA is middleware
that supports a variety of artificial intelligence paradigms.
Currently, AKIRA supports fuzzy cognitive maps (FCMs), but I am working
on extending the functionality of AKIRA to incorporate neutrosophic
cognitive maps as well (a generalization of FCMS, see
arxiv.org/pdf/math.GM/0311063). In my view, this is a very nice
assignment, and I feel most pleased to work on it. The AKIRA
researchers have consented to my request that I try coding an NCM
module using MuPad. My rationale for using MuPad is that I am trying
to translate mathematical papers into program code, and that using
Mupad may expedite the process.

I have read the MuPad tutorial, and I found it understandable.
However, I feel like I need to know considerably more to write new
domains, categories, and axioms. I was able to write a raw domain for
hyperreal numbers, but I don't think that I wrote it in such a way that
it played nicely with other MuPad domains, categories, and axioms. At
this point, I feel like I understand what a domain and a category is,
but I still do not understand axioms. Also, in future work, I feel
like I may need to define a new domain for hyperreal numbers that is
based upon an algebraic extension of an ordered field, and that I also
may need to define a new category for neutrosophic sets that extends
the current set category.

Is there anyone in the symbolic math community or the MuPad
community specificly who is experienced that would care to serve as a
resource for me as I work through these issues? I did post an inquiry
directly to the MuPad team, but it was rather vague, and I have not
heard from them yet. Perhaps this group may be a better venue for the
type of concerns that I have. I am open to collaboration.

Sincerly,
Craig Ugoretz

.

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