Document:

Date: 2005-03-04


Defect Report #2dd

Previous Defect Report < - > Next Defect Report


Submitter: UK C Panel
Submission Date: 2005-03-04
Source: Joseph Myers <[email protected]>
Reference Document: ISO/IEC WG14 N1100
Version: 1.0
Date: 2005-03-04
Subject: Meaning of "known constant size"

Summary

Does "known constant size" mean something different from "not a VLA"? The phrase is used in the definition of composite types, 6.2.7#3:

-- If one type is an array of known constant size, the composite type is an array of that size; otherwise, if one type is a variable length array, the composite type is that type.

and in an example in 6.5.6#11 (where it doesn't cause problems), and in 6.7.5.2#4 to define VLAs:

[#4] If the size is not present, the array type is an incomplete type. If the size is * instead of being an expression, the array type is a variable length array type of unspecified size, which can only be used in declarations with function prototype scope;122) such arrays are nonetheless complete types. If the size is an integer constant expression and the element type has a known constant size, the array type is not a variable length array type; otherwise, the array type is a variable length array type.

Suppose the implementation does not accept any non-standard forms of constant expressions under 6.6#10, so that (int)+1.0 is an arithmetic constant expression but not an integer constant expression. Thus int[(int)+1.0] is a VLA type. But is int[1][(int)+1.0] a VLA type? The element type is a VLA type, but the element size is a known constant. If "known constant size" is interpreted to include some VLA cases, this also means further indeterminacy of composite types in such cases; is "an array of that size" a VLA of that size, or a non-VLA of that size, and may cases involving compatible array types with different known constant sizes (which would yield undefined behavior if executed) be rejected at translation time?

Suggested Technical Corrigendum



Previous Defect Report < - > Next Defect Report