Re: Is a function a relation?

From: Cimode <>
Date: Tue, 23 Jun 2009 01:34:17 -0700 (PDT)
Message-ID: <>

On 23 juin, 08:14, David BL <> wrote:
> On Jun 23, 1:35 pm, David BL <> wrote:
> > Yes that's one way of looking at it.
> I'll expand on what I mean by that.  It seems to me that one could use
> special conventions to "show" that just about any type can be regarded
> as a specialisation of a relation.  E.g. one could say that a whole
> number in [0,255] is a relation by introducing symbols to represent
> 1,2,4,8,...,128 and the relation records a set of symbols that are
> then interpreted in the manner of an 8 bit unsigned representation.
Relations is a possible construct that can represent *any* type if we are to consider that a type is a set of values. Nevertherless, a logical computing model (to define among other things the physical reprentation of domain values) must be defined first (that is what I spent the last 10 years working onto)...Hope this helps... Received on Tue Jun 23 2009 - 10:34:17 CEST

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