forked from OSchip/llvm-project
[flang] Set LBOUND() folding for (x) expression as ones
Set LBOUND() constant folding for parentheses expr. as ones Array bounds should not propagate throught omitted bounds specifications or temporary variables - fix constant folding in case of Parentheses<T> expression by explicitly returning array of ones (or scalar in case of DIM=). Add set of tests for (x) bounds checks (w/ and w/o 'parameter' arrays) Reviewed By: jeanPerier Differential Revision: https://reviews.llvm.org/D123838
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@ -53,8 +53,9 @@ public:
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}
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template <typename T> ConstantSubscripts GetLbound(const Parentheses<T> &x) {
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// Strip off the parentheses
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return GetLbound(x.left());
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// LBOUND for (x) is [1, ..., 1] cause of temp variable inside
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// parentheses (lower bound is omitted, the default value is 1).
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return ConstantSubscripts(x.Rank(), ConstantSubscript{1});
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}
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template <typename T> ConstantSubscripts GetLbound(const Expr<T> &x) {
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@ -95,4 +95,33 @@ module m
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lbound(a3, 2) == 1 .and. &
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lbound(a3, 3) == 4
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end subroutine
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subroutine test4_lbound_parentheses
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! Test lbound with (x) expressions
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integer :: a1(1) = 0
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logical, parameter :: test_lba1 = all(lbound((a1)) == [1])
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integer :: a2(0:2) = 0
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logical, parameter :: test_lba2 = all(lbound((a2)) == [1])
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integer :: a3(-1:0) = 0
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logical, parameter :: test_lba3 = all(lbound((a3)) == [1])
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integer :: a4(-5:-1, 2:5) = 0
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logical, parameter :: test_lba4 = all(lbound((a4)) == [1, 1])
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! Exercise with DIM=
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logical, parameter :: test_lba4_dim = lbound((a4), 1) == 1 .and. &
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lbound((a4), 2) == 1
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! Exercise with parameter types
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integer, parameter :: pa1(1) = 0
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logical, parameter :: test_lbpa1 = all(lbound((pa1)) == [1])
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integer, parameter :: pa2(0:2) = 0
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logical, parameter :: test_lbpa2 = all(lbound((pa2)) == [1])
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integer, parameter :: pa3(-1:0) = 0
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logical, parameter :: test_lbpa3 = all(lbound((pa3)) == [1])
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integer, parameter :: pa4(-5:-1, 2:5) = 0
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logical, parameter :: test_lbpa4 = all(lbound((pa4)) == [1, 1])
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! Exercise with DIM=
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logical, parameter :: test_lbpa4_dim = lbound((pa4), 1) == 1 .and. &
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lbound((pa4), 2) == 1
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end
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end
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@ -7,7 +7,7 @@ module m
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integer, parameter :: c(-1:1) = [33, 22, 11]
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integer, parameter :: d(1:3) = [33, 22, 11]
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integer, parameter :: e(-2:0) = ([33, 22, 11])
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logical, parameter :: test_1 = lbound((a),1)==-1 .and. lbound(b,1)==-1 .and. &
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logical, parameter :: test_1 = lbound((a),1)==1 .and. lbound(b,1)==-1 .and. &
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lbound(log(a),1)==1 .and. all(b==0)
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logical, parameter :: test_2 = all(c .eq. d)
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logical, parameter :: test_3 = all(c .eq. e)
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