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Fwd: Re: Re Neumaier-Pryce proposed decoration system (v03.2).eml final



damned mailer!
now I got it
please apologize

-------- Original-Nachricht --------
Betreff: Re: Re Neumaier-Pryce proposed decoration system (v03.2).eml 3rd attempt
Datum: Fri, 10 Jun 2011 15:00:31 +0200
Von: J. Wolff von Gudenberg <wolff@xxxxxxxxxxxxxxxxxxxxxxxxxxx>
An: J. Wolff von Gudenberg <wolff@xxxxxxxxxxxxxxxxxxxxxxxxxxx>
CC: John Pryce <j.d.pryce@xxxxxxxxxxxx>


Am 10.06.2011 14:40, schrieb J. Wolff von Gudenberg:
> John
>   here are some comments on your position paper
> 1. The sentence
> Note that a decoration primarily describes a property, not of the 
> interval it is attached to, but
> of the function defined by a section of code that produced that interval.
> is very important and helpful for understanding. It should be emphazied
>
> 2. The following sentence is also important for your position, but I 
> dislike it:
> In the remaining case
> c' = bnd, we require instead c'' = min dec(f; y) over all bounded y 
> \subseteq x, to match the semantics of
> the bnd decoration.
>     - as a user of p1788, I do not understand it
>     - as an implementor of p1788 I see no rules or formulas how to 
> procede
>     - as a mathematicien i miss the proof
> -    as an intervaller I think, we live better without it and always 
> propagate the min of c' and c''
>
> 3. There are some typos around formula (14)
>
> 4.In the list (ii) d is the input shouldn't it be e
>
> 5-Table 5 for division is either false or I can't read it
>
> All in all I fear that p1788 will fail, if we will continue to define 
> it by the theorem proof style.
> Like 754 we should define our datatype : Decorated Floating point 
> interval and its operations given by detailed tables or rules. Then we 
> can and we should present our assertions and proofs.
>
> Marco and me will provide some material very soon
>
> Jürgen
>
> P.S:
> John
>   I do like decorated intervals and appreciate your work very much, 
> but I am afraid that it will lead into the wrong direction.
>

-- 
-                Prof. Dr. Juergen Wolff von Gudenberg
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