[cfp-interest 3572] WG14 meeting 2025/08 Question for CFP
RAJAN BHAKTA
rbhakta at us.ibm.com
Mon Aug 25 06:41:30 PDT 2025
Hello,
In the first day of the WG14 meeting, Joseph was asking if CFP will be providing a paper for the following:
From: cfp-interest <cfp-interest-bounces at oakapple.net> on behalf of RAJAN BHAKTA <rbhakta at us.ibm.com>
Date: Tuesday, April 22, 2025 at 11:44 AM
To: cfp-interest at oakapple.net <cfp-interest at oakapple.net>
Subject: [EXTERNAL] [cfp-interest 3449] FW: WG14 2025/02 meeting action item: CFP to look at N3447's change 3.2, addition 50' (update #2)
Here is what I sent to WG14 for my CFP action item. Regards, Rajan Bhakta From: owner-sc22wg14@ open-std. org <owner-sc22wg14@ open-std. org> on behalf of RAJAN BHAKTA <rbhakta@ us. ibm. com> Date: Wednesday, April 16, 2025 at 11: 59 AM
Here is what I sent to WG14 for my CFP action item.
Regards,
Rajan Bhakta
From: owner-sc22wg14 at open-std.org <owner-sc22wg14 at open-std.org> on behalf of RAJAN BHAKTA <rbhakta at us.ibm.com>
Date: Wednesday, April 16, 2025 at 11:59 AM
To: ISO C <sc22wg14 at open-std.org>
Subject: [EXTERNAL] [SC22WG14.30480] WG14 2025/02 meeting action item: CFP to look at N3447's change 3.2, addition 50' (update #2)
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CFP has updated our response to the action item given to us in the last WG14 meeting based on Joseph’s feedback in reflector message 29686.
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To address the action item from WG 14 how about we propose changing the second sentence in 6.6.1 #5 from:
… If a floating expression is evaluated in the translation environment, the arithmetic range and precision shall be at least as great as if the expression were being evaluated in the execution environment.
to:
… A floating expression evaluated in the translation environment is evaluated with arithmetic range and precision at least as great as if the expression were being evaluated in the execution environment.
with no addition to Annex J, and keeping the existing footnote (currently footnote 116 in N3467).
This avoids the “shall”, and hence the UB. It also clarifies that “arithmetic range and precision” pertains to the evaluation.
* CFP
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