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A late question Re: P1788.1/M001.01: voting period begins

Ned et al,

Ouch! I fear I have been truant in reading this.
At the beginning of 4.4.4, Rge(f | \x) is used in defining
the natural interval extension.  Is this notation defined
elsewhere in the document, and does this mean the range of f
over \x?  If so, the term natural interval extension is used
differently from the way I have seen it used most often.
(My idea of "natural interval extension" is to simply plug in
the interval and do the interval arithmetic, thus resulting
in an overestimation, due to interval dependency, of the range.
The term I have seen used most often for the range of f is
the "united extension," as in e.g. Ratschek and Rokne's book.

Am I being naive and missing something?

Baker

On 11/30/2015 04:30 PM, Nedialkov, Ned wrote:


Dear Colleagues,

To follow up, I have attached an updated version with the 4 functions
from the last motion included
.
The text that is different from the original M001.01 is highlighted.

Best regards,
Ned


On Nov 30, 2015, at 9:57 AM, Nathalie Revol
<Nathalie.Revol@xxxxxxxxxxx <mailto:Nathalie.Revol@xxxxxxxxxxx>> wrote:


Dear Colleagues,

as Motion M001.01 has been moved by Ned Nedialkov, seconded by Vladik
Kreinovich (thanks to them both), discussed through Motion M002.01, we
can now start to vote on Motion M001.01, until Monday December 21.

Before we start voting, I would like you to read carefully the scope
and purpose of the IEEE P1788.1 working group. I just sent them.

Please find below the original text of Motion M001.01.

Best regards
Nathalie



Begin forwarded message:

*From: *"Nedialkov, Nedialko" <nedialk@xxxxxxxxxxx
<mailto:nedialk@xxxxxxxxxxx>>
*Subject: **P1788.1/M001.01*
*Date: *22 Sep 2015 19:24:25 CEST
*To: *IEEEP1788a <stds-1788@xxxxxxxx <mailto:stds-1788@xxxxxxxx>>


Dear Colleagues,

First, thank you for the trust and support.
I will be sending parts of the simplified standard for discussions
and voting.

The first motion is:

I move that Clause 4 "Level 1 description"
is accepted

The document is attached as a PDF file.

Best regards,
Ned Nedialkov


------------------------------------------------------------------------------------------------------------

  Nathalie Revol
 INRIA Grenoble - Rhone Alpes
  LIP - projet AriC
 tel: (33) 4 72 72 84 36
  Ecole Normale Superieure de Lyon            fax: (33) 4 72 72 80 80
  69364 Lyon Cedex 07, France Nathalie.Revol@xxxxxxxxxxx
<mailto:Nathalie.Revol@xxxxxxxxxxx>
http://perso.ens-lyon.fr/nathalie.revol/

------------------------------------------------------------------------------------------------------------









<Clause4.pdf>





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Ralph Baker Kearfott,   rbk@xxxxxxxxxxxxx   (337) 482-5346 (fax)
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Department of Mathematics, University of Louisiana at Lafayette
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