Commit c4a2e585 by Ed Schonberg Committed by Pierre-Marie de Rodat

[Ada] Spurious warning on iteration over range of 64-bit modular type

This patch suppresses a spurious warning on the use of a 64-bit modular type
in a quantified expression, where the range of iteration will include a bound
that appears larger than the run-time representation of Universal_Integer'last.

2018-07-31  Ed Schonberg  <schonberg@adacore.com>

gcc/ada/

	* sem_eval.adb (Check_Non_Static_Context): Do not warn on an
	integer literal greater than the upper bound of
	Universal_Integer'Last when expansion is disabled, to avoid a
	spurious warning over ranges involving 64-bit modular types.

gcc/testsuite/

	* gnat.dg/iter3.adb: New testcase.

From-SVN: r263095
parent 1e739bf7
2018-07-31 Ed Schonberg <schonberg@adacore.com>
* sem_eval.adb (Check_Non_Static_Context): Do not warn on an
integer literal greater than the upper bound of
Universal_Integer'Last when expansion is disabled, to avoid a
spurious warning over ranges involving 64-bit modular types.
2018-07-31 Arnaud Charlet <charlet@adacore.com>
* einfo.adb (Write_Entity_Flags): Also print
......
......@@ -547,9 +547,15 @@ package body Sem_Eval is
-- called in contexts like the expression of a number declaration where
-- we certainly want to allow out of range values.
-- We inhibit the warning when expansion is disabled, because the
-- preanalysis of a range of a 64-bit modular type may appear to
-- violate the constraint on non-static Universal_Integer. If there
-- is a true overflow it will be diagnosed during full analysis.
if Etype (N) = Universal_Integer
and then Nkind (N) = N_Integer_Literal
and then Nkind (Parent (N)) in N_Subexpr
and then Expander_Active
and then
(Intval (N) < Expr_Value (Type_Low_Bound (Universal_Integer))
or else
......
2018-07-31 Ed Schonberg <schonberg@adacore.com>
* gnat.dg/iter3.adb: New testcase.
2018-07-31 Andre Vieira <andre.simoesdiasvieira@arm.com>
Revert 'AsyncI/O patch committed'
......
-- { dg-do compile }
-- { dg-options "-gnata" }
procedure Iter3 is
type Mod64 is mod 2 ** 64;
function F (X : Mod64) return Boolean is (X /= Mod64'Last);
begin
pragma Assert (for all X in Mod64 => F(X));
pragma Assert (for all X in Mod64'Range => F(X));
for X in Mod64'Range loop
null;
end loop;
end;
Markdown is supported
0% or
You are about to add 0 people to the discussion. Proceed with caution.
Finish editing this message first!
Please register or to comment